Sanskrit Lessons From Chitrapur Math Supplimentary Guide
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sanskrit supplement 3. www.chitrapurmath.net
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sanskrit supplement 3. www.chitrapurmath.net
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sanskrit supplement 3. www.chitrapurmath.net
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sanskrit supplement 3. www.chitrapurmath.net
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Understanding the vibhaktis
Name
~±zààà The Nominative
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ààÜàà The Instrumental
oàËzàܦ
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Significance
1. The naming case 2. Denotes the subject. 1. Denotes the object. Denotes 1. The agent 2. The instrument 3. The means 1. Indicates the direction in which the action denoted by the verb takes place 2. The purpose. Denotes 1. Separation 2. Source 3. Motive 1 Denotes possession
To be translated into English by
To be translated into Hindi by
_________
_________ 1. with 2. by 3. by means of
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sanskrit supplement 4. www.chitrapurmath.net
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1 The Nominative of address
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sanskrit supplement 5 www.chitrapurmath.net
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sanskrit supplement 6 www.chitrapurmath.net
2/2
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sanskrit supplement 7. www.chitrapurmath.net
2/2
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sanskrit supplement 8 www.chitrapurmath.net
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sanskrit supplement 8 www.chitrapurmath.net
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sanskrit supplement 10. www.chitrapurmath.net
1/4
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sanskrit supplement 10. www.chitrapurmath.net
2/4
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sanskrit supplement 10. www.chitrapurmath.net
3/4
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sanskrit supplement 10. www.chitrapurmath.net
4/4
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àà¡j§ ààà
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sanskrit supplement 11 www. chirapurmath.net
1/1
6XSSOHPHQWàÚ»¥àj§à LQWKH$3IRUPV
~Ëà
$àèà¥WRREWDLQ$3àÚ»¥àj§à ij§àoà}à ¹àoà}à ààoà}à
3HUVRQ
6LQJXODU
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~±zàà à|àà fÐàà
àèàààॠàèàà àèÛ
àèÚààॠàèÚzààॠàèààà
àèà}ààॠàèà|àॠàèààà
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6LQJXODU
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~±zàà à|àà fÐàà
qàààààॠqàààà qààÛ
qààÚààॠqààÚzààॠqààààà
qààà}ààॠqààà|àॠqààààà
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sanskrit supplement 12. www.chitrapurmath.net
1/2
&Ëoॠ˺oॠWROHWJR83àÚ»¥àj§à $3IRUPV ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
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~±zàà à|àà fÐàà
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6LQJXODU
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~±zàà à|àà fÐàà
j§zààààॠj§zààà j§zàÛ
j§zàÚààॠj§zàÚzààॠj§zàààà
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6RPHH[DPSOHVRIWKH*DQD
oà}à¥83WRWKLQN oË ¥ oàÚ ¥ 83WRVWHDO èàÄà¥83WRHDW
sanskrit supplement 12. www.chitrapurmath.net
2/2
6XSSOHPHQWj§|ààË໥DQGàÚ»¥àj§à $3IRUPV
j§83WRGR໥àj§à _3UHVHQWWHQVH$3IRUP ~Ëà ~±zàà à|àà fÐàà
ij§oàà}à à àààॠj§Ú à¡j§Ú d¡j§Ú¦
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~Ëà ~±zàà à|àà fÐàà
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¹àoà}à
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Úàà àà}à j§à¦ààॠÌà¡j§|àà¥
dààà¡j§ ààà
àà¡j§ ààà
sanskrit supplement 13 www.chitrapurmath.net
1/1
6XSSOHPHQW3DVWWHQVH33àn¥àj§à _
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6LQJXODU
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~Ëà
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d~àoçààॠd~àoçàॠd~àoçàà
d~àoç}ॠd~àoçà d~àoçàà
sanskrit supplement 14 www.chitrapurmath.net
1/2
~Ëà
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doàÚ àààॠdoàÚ ààॠdoàÚ ààà
doàÚ à}ॠdoàÚ àà doàÚ ààà
sanskrit supplement 14 www.chitrapurmath.net
2/2
6XSSOHPHQW3DVWWHQVH$3àn¥àj§à _
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6LQJXODU
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dàèàà dàèàzàà dàèà
dàèÚààॠdàèàzààॠdàèààà
dàèà}à dàèà|àॠdàèààà
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~±zàà à|àà fÐàà
dqàààà dqàààzàà dqààÚ
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dqààà}à dqààà|àॠdqààààà
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6LQJXODU
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~±zàà à|àà fÐàà
d˺oàà d˺oàzàà d˺oÚ
d˺oÚààॠd˺oàzààॠd˺oààà
d˺oà}à d˺oà|àॠd˺oààà
sanskrit supplement 15. www.chitrapurmath.net
1/2
'j§zà¥WRWHOO83àn¥àj§à $3IRUP ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
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dj§zààà dj§zààzàà dj§zàÚ
'XDO
dj§zàÚààॠdj§zààzààॠdj§zàààà
3OXUDO
dj§zàà}à dj§zàà|àॠdj§zàààà
sanskrit supplement 15. www.chitrapurmath.net
2/2
6XSSOHPHQW3DVWWHQVH33DQG$3àn¥àj§à _j§|ààË
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dj§à dj§zàà dj§à¦
dj§àà¦ààॠdj§àà¦zààॠdj§à¦
dj§à¦à dj§|àॠdj§à¦
sanskrit supplement 16. www.chitrapurmath.net
1/1
6XSSOHPHQW,PSHUDWLYHPRRGDQG3DVWWHQVHdà¥|ààË_
$dà¥WREH33àÚ»¥àj§à ,PSHUDWLYHPRRG ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
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~±zàà à|àà fÐàà
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sanskrit supplement 17 www.chitrapurmath.net
1/1
Supplement 18 a.
lçácçvlç DçJ³ç³ç s ( convey the meaning: for the purpose of.) Oççlçá
Serial
1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14. 15. 16. 17. 18. 19. 20. 21.
‚þ + ²−à „¸Ã + ¬˜þþ ˆÅ˜þà ˆ¼Å ÇÅúÛà âþ¥þà ¹âþœþà ‰þþ¸Ã ŠþŸþà þœþà ¸þ ´ªþà ›þú œþÚà œþþ œêþà #Ï» Ÿþ¼þà ¡éšþà £âþà ¥þžþÃ
Meaning of the Oççlçá
to climb to get up to tell to do to play to clean to throw to eat to go to do mantra-japa to give to see to take away to read/ study to drink to worship to speak to wipe to fight to protect to obtain
sanskrit supplement 18a. www.chitrapurmath.net
© Shri Chitrapur Math
lçácçvlç DçJ³ç³ç of the Oççlçá ‚þ£øºŸþà „·˜þþ·éŸþà ˆÅ˜þ¹¡þ·éŸþà ˆÅ·þĺŸþà ÇÅú¹Û·éŸþà âþþ¥þ¹¡þ·éŸþà âøœ·éŸþà ‰þþ¹¸·éŸþà Šþ›·éŸþà þ¹œþ·éŸþà ¸þ·éŸþà ͫٺŸþà ›ø·éŸþà œþ¹Ú·éŸþà œþþ·éŸþà œêþ¹¡þ·éŸþà ¨þÆ·éŸþà ŸþþþĹ¡þ·éŸþà ¡þøÖºŸþà £âþ¹·éŸþà ¥þ#šéŸþà 1/2
32.
¹¥þ‰þà ¨þ,þà ¨þ›¸Ã ýº ¬ø¨þà ¬·é ¬˜þþ ¬˜þþ ¬›þþ ¬œþ¼ªþà ¬Ÿþ¼
33.
−¬þÃ
22. 23. 24. 25. 26. 27. 28. 29. 30. 31.
to write to speak to do namaskar to listen to serve to praise to keep to wait to bathe to touch remember/recall/thi nk to laugh
sanskrit supplement 18a. www.chitrapurmath.net
© Shri Chitrapur Math
¥ø¹‰þ·éŸþà ¨þÆ·éŸþà ¨þ¹›¸·éŸþà ýø·éŸþà ¬ø¹¨þ·éŸþà ¬·þø·éŸþà ¬˜þþœþ¹¡þ·éŸþà ¬˜þþ·éŸþà ¬›þþ·éŸþà ¬œÏ«ÙºŸþà ¬Ÿþ·þĺŸþà −¹¬þ·éŸþÃ
2/2
Supplement 18 b. Additional Tumants.
Oççlçá
Serial
Meaning of the Oççlçá
lçácçvlç DçJ³ç³ç of the Oççlçá
34.
kç=À
to heat
G
35.
kç=À
to cool
MççÇlçuççÇkçÀlç&ácçd
36.
KçC[d
to break
KçC[çƳçlçácçd
37.
kçÀlç&d
to cut
kçÀlç&çƳçlçácçd
38.
çÆpçIç´d
to smell
çÆpççÆIç´lçácçd
39.
Dçç + çÆ#çHçd
to complain
Dçç#çíÊçácçd Dçç#çíHççƳçlçácçd
40.
¢Mçd
to show
oMç&çƳçlçácçd
41.
içáHçd
to hide
iççíHççƳçlçácçd
to call
Dçç»çƳçlçácçd
42.
Dçç
Ȓ
43.
çÆJç + mcç=
to forget
çÆJçmcçlç&ácçd
44.
mLçç
to abide
mLççlçácçd
45.
Hççuçd
to obey
Dçç%ççb HççuççƳçlçácçd
46.
HççÆj + cçç
to limit
HççÆjcççlçácçd
47.
çÆvç
to prevent
çÆvçJççjçƳçlçácçd
+
Jç=
+
48.
Hççþd
to teach
HççþçƳçlçácçd
49.
Hçþd
to learn
HççÆþlçácçd
50.
éçmçd
to breathe
méççÆmçlçácçd
to relax
çÆJçÞççvlççÇkçÀlç&ácçd
51.
çÆJç
52.
mçb + Hç=®sd
to consult
mçbHç=äácçd
53.
DçJç + içcçd
to understand
DçJçiçvlçácçd
54.
mçcç + DççHçd
to finish
mçcççHççƳçlçácçd
+
Þçcçd
sanskrit supplement 18b. www.chitrapurmath.net
© Shri Chitrapur Math
55.
Òçí<çd
to dispatch
Òçí<ççƳçlçácçd
56.
mçíJçd
to attend
mçíçÆJçlçácçd
57.
çÆvç
+
Jç=
to eliminate
çÆvçJççjçƳçlçácçd
58.
çÆJç
+
%çç
to distinguish
çÆJç%ççlçácçd
59.
mçppççÇ
to prepare
mçppççÇkçÀlç&ácçd
+
kç=À
60.
Òç + kçÀçMçd
to publish
ÒçkçÀçMççƳçlçácçd
61.
cçáê³çd
to print
³cçáêçƳçlçácçd
62.
içCçd
to calculate
içCççƳçlçácçd
63.
Òç + Jç=Oçd
to magnify
ÒçJçOç&çƳçlçácçd
64.
çÆJç + kçÀmçd
to maximize/expand
çÆJçkçÀçÆmçlçácçd
65.
kç=À
to minimise
DçvlççÆn&lçb kçÀlç&ácçd
66.
çÆJç + kç=À<çd
to reduce
çÆJçkçÀä&ácçd
67.
Dçç + H³çÌ
to enlarge
DççH³ççlçácçd DççH³ççHççƳçlçácçd
68.
DçHç + kç=À<çd
to extricate
DçHçkçÀä&ácçd
69.
©Oçd
to arrest
jçí×ácçd
70.
kç=À
to judge
çÆvçCç&³çb kçÀlç&ácçd
to justify
MççíOççƳçlçácçd
to mystify
J³ççcççíçÆnlçácçd
to command
MçççÆmçlçácçd
to order
Dçç%ççHççƳçlçácçd
71.
MçáOçd
72.
çÆJç
causal
Dçç
+
+
cçánd 73. 74.
Mççmçd Dçç
+
%çç
75.
kç=À
to practice
DçY³ççmçb kçÀlç&ácçd
76.
yçOçd
to endanger
yççÇYççqlmçlçácçd
77.
$çç
to save
$ççlçácçd
78.
mç=pçd
to create
ñçäcçd
sanskrit supplement 18b. www.chitrapurmath.net
© Shri Chitrapur Math
79.
çÆJç + ¬çÀçÇ
to sell
çÆJç¬çíÀlçácçd
80.
OççJçd
to run
OççJççƳçlçácçd
81.
cçvçmçç kçwuç=Hçd
to envision
cçvçmçç kçÀuHççƳçlçácçd
82.
³çlçd
to strive
³ççÆlçlçácçd
83.
DçJç + lç=
to incarnate
DçJçlççÆjlçácçd
84.
ÒççÆlç + %çç
to promise
ÒççÆlç%ççlçácçd
85.
Jç=
to close
JççÆjlçácçd
86.
God + Içìd
to open
GodIççìçƳçlçácçd
87.
çÆJç + içcçd
to see off
çÆJçiçvlçácçd
88.
¬çáÀOçd causal
to irritate
¬çÀçíOççƳçlçácçd
89.
Mçcçd
to pacify
MççÆcçlçácçd
90.
kç=À
to surprise
çÆJçmcç³ççÇkçÀlç&ácçd
91.
Hç= causal
to overcome
HççjçƳçlçácçd
92.
kç=À
to criticise
çÆvçvoçb kçÀlç&ácçd
93.
Hçvçd
to appreciate
HççÆvçlçácçd
94.
God + mçnd
to encourage
Glmççí{ácçd
Contact Us: This supplement is in response to a student's request. Please let us know if you have better words/ more accurate words for the ones we have provided. Contact us at [email protected]
sanskrit supplement 18b. www.chitrapurmath.net
© Shri Chitrapur Math
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sanskrit supplement 19 www.chitrapurmath.org
1/2
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sanskrit supplement 19 www.chitrapurmath.org
2/2
6XSSOHPHQWNDUD1W 0)1 DQGANDUD1W ) JXp(JXp) NDUD1WSX LYBDL.W
#NYFQ(Singular)
LgYFQ(Dual)
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j
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sanskrit supplement 31. www.chitrapurmath.net
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sanskrit supplement 31. www.chitrapurmath.net
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sanskrit .supplement 32. www.chitrapurmath.net
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sanskrit .supplement 32. www.chitrapurmath.net
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sanskrit .supplement 32. www.chitrapurmath.net
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sanskrit .supplement 32. www.chitrapurmath.net
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YDN J
YDFD(
YDF!
Lg
YDFP
YDFD(
YDF!
W
YDFD
YD*B\DP
YDL*!
F
YDFH
YD*B\DP
YD*B\!
S
YDF!
YD*B\DP
YD*B\!
D
YDF!
YDFDH!
YDFDP
V
YDLF
YDFDH!
YD~DX
V
KH YDN J
KH YDFD(
KH YDF!
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
8/28
LG] (LG]D) ]NDUD1W 6d, #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
LGN J
LG]D(
LG]!
Lg
LG]P
LG]D(
LG]!
W
LG]D
LG*B\DP
LGL*!
F
LG]H
LG*B\DP
LG*B\!
S
LG]!
LG*B\DP
LG*B\!
D
LG]!
LG]DH!
LG]DP!
V
LGL]
LG]DH!
LG~DX
V
KH LGN J
KH LG]D(
KH LG]!
LYBDL.W
~DX[ (8R) [NDUD1W 6d, LYBDL.W
#NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
~DXW
~DX[D(
~DX[!
Lg
~DX[P
~DX[D(
~DX[!
W
~DX[D
~DXGB\DP
~DXGL!
F
~DX[H
~DXGB\DP
~DXGB\!
S
~DX[!
~DXGB\DP
~DXGB\!
D
~DX[!
~DX[DH!
~DX[DP
V
~DXL[
~DX[DH!
~DX7VX
V
KH ~DXW
KH ~DX[D(
KH ~DX[!
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
9/28
S\V (G8[ MO) $V1W QSX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
S\!
S\V,
S\D LV
Lg
S\!
S\V,
S\D LV
W
S\VD
S\DHB\DP
S\DHL!
F
S\VH
S\DHB\DP
S\DHB\!
S
S\V!
S\DHB\DP
S\DHB\!
D
S\V!
S\VDH!
S\VDP
V
S\LV
S\VDH!
S\!VX
V
KH S\!
KH S\V,
KH S\D LV
LYBDL.W
MJW (V VDU) WNDUD1W QSX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
MJW
MJW,
MJL1W
Lg
MJW
MJW,
MJL1W
W
MJWD
MJGB\DP
MJGL!
F
MJWH
MJGB\DP
MJGB\!
S
MJW!
MJGB\DP
MJGB\!
D
MJW!
MJWDH!
MJWDP
V
MJLW
MJWDH!
MJ7VX
V
KH MJW
KH MJW,
KH MJL1W
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
10/28
JYW (JYDQ) WNDUD1W SX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
JYDQ
JY1WD(
JY1W!
Lg
JY1WP
JY1WD(
JYW!
W
JYWD
JYGB\DP
JYGL!
F
JYWH
JYGB\DP
JYGB\!
S
JYW!
JYGB\DP
JYGB\!
D
JYW!
JYWDH!
JYWDP
V
JYLW
JYWDH!
JY7VX
V
KH JYQ
KH JY1WD(
KH JY1W!
LYBDL.W
QDPQ QDP $Á1W QSX #NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
QDP
QDPQ,
QDPDLQ
Lg
QDP
QDPQ,
QDPDLQ
W
QD0QD
QDPB\DP
QDPL!
F
QD0QH
QDPB\DP
QDPB\!
S
QD0Q!
QDPB\DP
QDPB\!
D
QD0Q!
QD0QDH!
QD0QDP
V
QDL0Q QDPLQ
QD0QDH!
QDPVX
V
KH QDP QDPQ
KH QDPQ,
KH QDPDLQ
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
11/28
$KQ LGQ $Á1W QSX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
$K!
$KQ,
$KDLQ
Lg
$K!
$KQ,
$KDLQ
W
$D
$KDHB\DP
$KDHL!
F
$H
$KDHB\DP
$KDHB\!
S
$!
$KDHB\DP
$KDHB\!
D
$!
$DH!
V
$L $KLQ
$DH!
$DP!
V
KH $K!
KH $KQ,
LYBDL.W
KH $KDLQ
(N) VY5 (VE)VY5QDP SX
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
VY5!
VYD5(
VY5H
Lg
VY5P
VYD5(
VYD5Q
W
VY5H^D
VYD5B\DP
VY5(!
F
VY56P(
VYD5B\DP
VY5HB\!
S
VY56PDW
VYD5B\DP
VY5HB\!
D
VY56\
VY5\DH!
VY5H DDP
V
VY5L6PQ
VY5\DH!
VY5H DX
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
12/28
(R) VY5 (VE) QSX
LYBDL.W
#NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
VY5P
VY5H
VYD5L^D
Lg
VY5P
VY5H
VYD5L>
W
VY5H>
VYD5B\DP
VY5(!
F
VY56P(
VYD5B\DP
VY5HB\!
S
VY56PDW
VYD5B\DP
VY5B\!
D
VY56\
VY56\DH!
VY5H DP
V
VY5L6PQ
VY5\DH!
VY5 X
(J) VY5 (VE) 6d,LO J
LYBDL.W
#NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
VYD5
VYH5
VYD5!
Lg
VYD5P
VY5H
VYD5!
W
VY5\D
VYD5B\DP
VYD5L!
F
VY56\(
VYD5B\DP
VYD5B\!
S
VY56\D!
VYD5B\DP
VYD5B\!
D
VY56\D!
VY5\DH!
VYD5VDP
V
VY56\DP
VY5\DH!
VYD5VX
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
13/28
(N) GP (\K) SX
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
$\P
PD(
PH
Lg
PP
PD(
PDQ
W
$QHQ
$DB\DP
#L!
F
$6P(
$DB\DP
#B\!
S
$6PDW
$DB\DP
#B\!
D
$6\
$Q\DH!
# DP
V
$L6PQ
$Q\DH!
# X
LYBDL.W
(R) GP (\K) QSX
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
GP
PH
PDLQ
Lg
GP
PH
PDLQ
W
$QHQ
$DB\DP
#L!
F
$6P(
$DB\DP
#B\!
S
$6PDW
$DB\DP
#B\!
D
$6\
$Q\DH!
# DP
V
$L6PQ
$Q\DH!
# X
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
14/28
(J) GP (\K) 6d,
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
\P
PH
PD!
Lg
PDP
PH
PD!
W
$Q\D
$DB\DP
$DL!
F
$6\(
$DB\DP
$DB\!
S
$6\D!
$DB\DP
$DB\!
D
$6\D!
$Q\DH!
$DVDP
V
$6\DP
$Q\DH!
$DVX
VLR (LPd) NDUD1W SX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
VRD
VRD\D(
VRD\!
Lg
VRD\P
VRD\D(
VR,Q
W
V2\D
VLRB\DP
VLRL!
F
V2\H
VLRB\DP
VLRB\!
S
V2\X!
VLRB\DP
VLRB\!
D
V2\X!
V2\DH!
VR,QDP
V
V2\D(
V2\DH!
VLR X
V
KH VRH
KH VRD\D(
KH VRD\!
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
15/28
]P5Q (VXR) $Á1W QSX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
]P5
]P5>,
]P5DL>
Lg
]P5
]P5>,
]P5DL>
W
]P5>D
]P5B\DP
F
]P5>H
]P5B\DP
]P5B\!
S
]P5>!
]P5B\DP
]P5B\!
D
]P5>!
]P5>DH!
]P5>DP
V
]P5L>
]P5>DH!
]P5VX
V
KH ]P5 ]P5Q
KH ]P5>,
KH ]P5DL>
LYBDL.W
VLUW (QG,) WNDUD1W 6d, #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
VLUW
VLUWD(
VLUW!
Lg
VLUWP
VLUWD(
VLUW!
W
VLUWD
VLUGB\DP
VLUGL!
F
VLUWH
VLUGB\DP
VLUGB\!
S
VLUW!
VLUGB\DP
VLUGB\!
D
VLUW!
VLUWDH!
VLUWDP!
V
VLULW
VLUWDH!
VLU7VX
V
KH VLUW
KH VLUWD(
KH VLUW!
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
16/28
PQV (PQ) $V1W QSX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
PQ!
PQV,
PQ LV
Lg
PQ!
PQV,
PQ LV
W
PQVD
PQDHB\DP
PQDHL!
F
PQVH
PQDHB\DP
PQDHB\!
S
PQV!
PQDHB\DP
PQDHB\!
D
PQV!
PQVDH!
PQVDP
V
PQLV
PQVDH!
PQ!VX 6VX
V
KH PQ!
KH PQV,
KH PQ LV
LYBDL.W
àà àÄàÜ dj§à à}à àÜ
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
àà
Ú
àà
Lg
ààà¥
Ú
àà
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ààà
ààèààà¥
ààèà
F
ààÛ
ààèààà¥
ààèà
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àààà
ààèààà¥
ààèà
D
àààà
ààÚ
ààààà¥
V
ààààà¥
ààÚ
ààË
V
Ú
Ú
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sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
17/28
làॠmà dj§à à}à }à~Ë¡
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
làà¥
là
lààà
Lg
làà¥
là
lààà
W
làà
lààèààà¥
là
F
lààà
lààèààà¥
làèà
S
lààà¥
lààèààà¥
làèà
D
làà
lààÚ
lààààà¥
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là
lààÚ
làË
V
là
là
lààà
àॠà eà}à }à~Ë¡
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
à
ààÜ
àÎà
Lg
à
ààÜ
àÎà
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ààà
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àÚ
àèàà¦à¥
àèà¦
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àà
àèàà¦à¥
àèà¦
D
àà
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àààà¥
V
àà
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V
à
ààÜ
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sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
18/28
S8Y5 (S8Y5 ~±zàà ) VY5QDP SX LYBDL.W
#NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
S8Y5!
S8YD5(
S8Y5H
Lg
S8Y5P
S8YD5(
S8YD5Q
W
S8Y5H^D
S8YD5B\DP
S8Y5(!
F
S8Y56P(
S8YD5B\DP
S8Y5HB\!
S
S8Y56PDW
S8YD5B\DP
S8Y5HB\!
D
S8Y56\
S8Y5\DH!
S8Y5H DDP
V
S8Y5L6PQ
S8Y5\DH!
S8Y5H DX
S8Y5 (S8Y5 ~±zàà ) QSX #NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
S8Y5P
S8Y5H
S8YD5L^D
Lg
S8Y5P
S8Y5H
S8YD5L^D
W
S8Y5H^D
S8YD5B\DP
S8Y5(!
F
S8Y56P(
S8YD5B\DP
S8Y5HB\!
S
S8Y56PDW
S8YD5B\DP
S8Y5HB\!
D
S8Y56\
S8Y5\DH!
S8Y5H DDP
V
S8Y5L6PQ
S8Y5\DH!
S8Y5H DX
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
19/28
S8Y5 (S8Y5 ~±zàà ) 6d, LYBDL.W
#NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
S8YD5
S8Y5H
S8YD5!
Lg
S8YD5P
S8Y5H
S8YD5!
W
S8Y5\D
S8YD5B\DP
S8YD5L!
F
S8Y56\(
S8YD5B\DP
S8YD5B\!
S
S8Y56\D!
S8YD5B\DP
S8YD5B\!
D
S8Y56\D!
S8Y5\DH!
S8YD5VDP
V
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S8Y5\DH!
S8YD5VX
~àà ~àà ej§à à}à ~Ë¡
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
~àà
~ààÜ
~ààà
Lg
~ààà¥
~ààÜ
~ààÜ}à¥
W
~ààà
~ààèààà¥
~ààèà
F
~àÚ
~ààèààà¥
~ààèà
S
~àË
~ààèààà¥
~ààèà
D
~àË
~ààÚ
~ààÜ}ààà¥
V
~ààÛ
~ààÚ
~ààË
V
~àÚ
~ààÜ
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sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
20/28
à¹à¥ à¹à}ॠàj§à à}à ~Ë¡
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
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à¹à¡àà¥
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à¹}à¥
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LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
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oà}¯ààà¥
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V
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sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
21/28
Èà}ॠj§Ðàà }àj§à à}à ~Ë¡
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
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Èàà}àÛ
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Èàà}àà¥
Èàà}àÛ
Ë}à
W
Ë}àà
Èàèààà¥
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F
Ë}Ú
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Ë}à
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D
Ë}à
Ë}àÚ
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V
Ë}à
Ë}àÚ
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V
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àÄàÜ e¦j§à à}à àÜ
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àÄàÜ
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
àÄàÜ
àÄàÛ
àÄà
Lg
àÄàÜà¥
àÄàÛ
àÄàÜ
W
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V
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V
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sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
22/28
àÜ àÜ e¦j§à à}à àÜ
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
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LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
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sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
23/28
ßÜ àÄàÜ e¦j§à à}à àÜ
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
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LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
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Understanding the vibhaktis
Name
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sanskrit supplement 4. www.chitrapurmath.net
ààÚ|à}à
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LOR¥ ZULWH ODHTONDU ,PSHUDWLYH0RRG SX D
#NYFQ
LgYFQ
EKXYFQ
6LQJXODU
'XDO
3OXUDO
jZP
LORWX
LORWDP
LOR1WX
P;\P
LOR
LORWP
LORW
bP
LORDLQ
LORDY
LORDP
3HUVRQ
sanskrit supplement 8 www.chitrapurmath.net
2//2
6XSSOHPHQW dà¥Ëà¥_
dॠ, GHFOLQHGIRUPV
àèà¨à ~±zàààVXEMHFW ¹àÜààREMHFW ààÜààE\ZLWK oàËzàܦIRU ~àºoààÜIURP à¼ÜSRVVHVVLRQ
ij§àoà}à dॠààॠàà ààà àÂàà¥ Ú àॠàà Ú
¹àoà}à dàààॠdàààॠ}àÛ dàààèààॠdàààèààॠ}àÛ dàààèààॠdàààÚ }àÛ
ààoà}à ààॠdàà}ॠ}à dààèà dàèàॠ}à dàॠdààj§à¥ }à
à~ààÜLQRQ
àà
dàààÚ
dààË
舴
sanskrit supplement 9 www.chitrapurmath.net
àà
ËààÚ
ËààË
1/1
6XSSOHPHQWà¥DQGj§à¥_
7KHWDEOHVKDYHEHHQUHDUUDQJHGVRDVWRKDYHFRPSOHWHWDEOHVRQDVLQJOH SDJH
LNP(ND(Q)~Ë¡©X©t #NYFQ(Singular)
LgYFQ(Dual)
EKXYFQ(Plural)
j
N!
ND(
NH
Lg
NP
ND(
NDQ
W
NHQ
NDB\DP
N(!
F
N6P(
NDB\DP
NHB\!
S
N6PDW
NDB\DP
NHB\!
D
N6\
N\DH!
NH DP
V
NL6PQ
N\DH!
NH X
LYBDL.W
sanskrit supplement 10. www.chitrapurmath.net
1/4
LNP(ND(Q)}à~Ë¡àj§X©t #NYFQ(Singular)
LgYFQ(Dual)
EKXYFQ(Plural)
j
LNP
NH
NDLQ
Lg
LNP
NH
NDLQ
W
NHQ
NDB\DP
N(!
F
N6P(
NDB\DP
NHB\!
S
N6PDW
NDB\DP
NHB\!
D
N6\
N\DH!
NH DP
V
NL6PQ
N\DH!
NH X
LYBDL.W
LNP(ND(Q)àÜX©t #NYFQ(Singular)
LgYFQ(Dual)
EKXYFQ(Plural)
j
ND
NH
ND!
Lg
NDP
NH
ND!
W
N\D
NDB\DP
NDL!
F
N6\(
NDB\DP
NDB\!
S
N6\D!
NDB\DP
NDB\!
D
N6\D!
N\DH!
NDVDP
V
N6\DP
N\DH!
NDVX
LYBDL.W
sanskrit supplement 10. www.chitrapurmath.net
2/4
\G(MDH)~Ë¡©X©t #NYFQ(Singular)
LgYFQ(Dual)
EKXYFQ(Plural)
j
\!
\D(
\H
Lg
\P
\D(
\DQ
W
\HQ
\DB\DP
\(!
F
\6P(
\DB\DP
\HB\!
S
\6PDW
\DB\DP
\HB\!
D
\6\
\\DH!
\H DP
V
\L6PQ
\\DH!
\H X
LYBDL.W
\G(MDH)}à~Ë¡àj§X©t #NYFQ(Singular)
LgYFQ(Dual)
EKXYFQ(Plural)
j
\W
\H
\DLQ
Lg
\W
\H
\DLQ
W
\HQ
\DB\DP
\(!
F
\6P(
\DB\DP
\HB\!
S
\6PDW
\DB\DP
\HB\!
D
\6\
\\DH!
\H DP
V
\L6PQ
\\DH!
\H X
LYBDL.W
sanskrit supplement 10. www.chitrapurmath.net
3/4
\G(MDH)àÜX©t #NYFQ(Singular)
LgYFQ(Dual)
EKXYFQ(Plural)
j
\D
\H
\D!
Lg
\DP
\H
\D!
W
\\D
\DB\DP
\DL!
F
\6\(
\DB\DP
\DB\!
S
\6\D!
\DB\DP
\DB\!
D
\6\D!
\\DH!
\DVDP
V
\6\DP
\\DH!
\DVX
LYBDL.W
33333333333333333333/
sanskrit supplement 10. www.chitrapurmath.net
4/4
6XSSOHPHQWj§|ààË_໥àÚ»¥àj§à _33IRUPV
j§83WRGR໥àj§à _3UHVHQWWHQVH33IRUPV ~Ëà ~±zàà à|àà fÐàà
ij§oàà}à à àààॠj§ Úà à¡j§ Úà d¡j§ Úà
¹àoà}à
ààoà}à
àÛÚÚ Úàà àà}à j§à j§à¦}à Ëàà¡j§zà Ìà¡j§zà dààà¡j§à¦
àà¡j§à¦
j§83WRGRàÚ»¥àj§à ,PSHUDWLYHPRRG33IRUPV
~Ëà ~±zàà à|àà fÐàà
ij§oàà}à à àààॠj§ ÚË à¡j§ d¡j§ ààà
¹àoà}à
ààoà}à
àÛÚÚ Úàà àà}à j§ààॠj§à¦}Ë Ëàà¡j§àॠÌà¡j§à dààà¡j§ ààà
àà¡j§ ààà
1RWH 2QO\WKH33IRUPVKDYHEHHQJLYHQ:HFDQGRWKH$3IRUPVDWD ODWHUGDWH
sanskrit supplement 11 www. chirapurmath.net
1/1
6XSSOHPHQWàÚ»¥àj§à LQWKH$3IRUPV
~Ëà
$àèà¥WRREWDLQ$3àÚ»¥àj§à ij§àoà}à ¹àoà}à ààoà}à
3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
àèàààॠàèàà àèÛ
àèÚààॠàèÚzààॠàèààà
àèà}ààॠàèà|àॠàèààà
6RPHH[DPSOHVRIURRWZRUGVRIWKH*DQD
Úà¥$3WRVHUYH àèà¥$3WRREWDLQ à|থ$3WRJURZ àÚ¥$3WRUHMRLFH à¥$3WREHDUWROHUDWH ààoà¥83WREHJ }àÜ }àà 83WRWDNHDZD\ à 83WRVWHDOWDNHDZD\
%qà}ॠqàà WRHPHUJHWRJURZIURPWREHERUQIURPf~à}}àÚ}àà $3àÚ»¥àj§à ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
qàààààॠqàààà qààÛ
qààÚààॠqààÚzààॠqààààà
qààà}ààॠqààà|àॠqààààà
$QRWKHUH[DPSOHRIWKH*DQDLVË|à¥$3WRILJKW
sanskrit supplement 12. www.chitrapurmath.net
1/2
&Ëoॠ˺oॠWROHWJR83àÚ»¥àj§à $3IRUPV ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
˺oàààॠ˺oàà ˺oÛ
˺oàààॠ˺oÚzààॠ˺oààà
˺oà}ààॠ˺oà|àॠ˺oààà
'j§zà¥WRWHOO83àÚ»¥àj§à $3IRUPV ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
j§zààààॠj§zààà j§zàÛ
j§zàÚààॠj§zàÚzààॠj§zàààà
j§zàà}ààॠj§zàà|àॠj§zàààà
6RPHH[DPSOHVRIWKH*DQD
oà}à¥83WRWKLQN oË ¥ oàÚ ¥ 83WRVWHDO èàÄà¥83WRHDW
sanskrit supplement 12. www.chitrapurmath.net
2/2
6XSSOHPHQWj§|ààË໥DQGàÚ»¥àj§à $3IRUPV
j§83WRGR໥àj§à _3UHVHQWWHQVH$3IRUP ~Ëà ~±zàà à|àà fÐàà
ij§oàà}à à àààॠj§Ú à¡j§Ú d¡j§Ú¦
¹àoà}à
ààoà}à
àÛÚÚ Úàà àà}à j§àà¦Ú j§à¦Ú Ëàà¡j§àà¦zÚ Ìà¡j§|Ú dààà¡j§à¦
àà¡j§à¦
j§83WRGRàÚ»¥àj§à ,PSHUDWLYHPRRG$3IRUP
~Ëà ~±zàà à|àà fÐàà
ij§oàà}à à àààॠj§ààॠà¡j§à d¡j§ à
¹àoà}à
ààoà}à
àÛÚÚ j§àà¦ààॠËàà¡j§àà¦zààà¥
Úàà àà}à j§à¦ààॠÌà¡j§|àà¥
dààà¡j§ ààà
àà¡j§ ààà
sanskrit supplement 13 www.chitrapurmath.net
1/1
6XSSOHPHQW3DVWWHQVH33àn¥àj§à _
$làॠlàoç¥ WRJR33àn¥àj§à ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
dlàoçॠdlàoç dlàoçà¥
dlàoçààॠdlàoçàॠdlàoçàà
dlàoç}ॠdlàoçà dlàoçàà
~Ëà
%}àà¥WRGDQFH33àn¥àj§à ij§àoà}à ¹àoà}à ààoà}à
3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
d}ààॠd}àà d}ààà¥
d}ààààॠd}àààॠd}àààà
d}àà}ॠd}ààà d}àààà
&~±oç¥ ~àoç¥ WRDVN33àn¥àj§à ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
d~àoçॠd~àoç d~àoçà¥
d~àoçààॠd~àoçàॠd~àoçàà
d~àoç}ॠd~àoçà d~àoçàà
sanskrit supplement 14 www.chitrapurmath.net
1/2
~Ëà
'oË ¥ oàÚ ¥ WRVWHDO33àn¥àj§à ij§àoà}à ¹àoà}à ààoà}à
3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
doàÚ àॠdoàÚ à doàÚ àà¥
doàÚ àààॠdoàÚ ààॠdoàÚ ààà
doàÚ à}ॠdoàÚ àà doàÚ ààà
sanskrit supplement 14 www.chitrapurmath.net
2/2
6XSSOHPHQW3DVWWHQVH$3àn¥àj§à _
~Ëà
$àèà¥WRREWDLQ$3àn¥àj§à ij§àoà}à ¹àoà}à ààoà}à
3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
dàèàà dàèàzàà dàèà
dàèÚààॠdàèàzààॠdàèààà
dàèà}à dàèà|àॠdàèààà
%qà}ॠqàà WRJURZIURPHPHUJHWREHERUQ$3àn¥àj§à ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
dqàààà dqàààzàà dqààÚ
dqààÚààॠdqàààzààॠdqààààà
dqààà}à dqààà|àॠdqààààà
&Ëoॠ˺oà WROHWJR83àn¥àj§à $3IRUP ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
d˺oàà d˺oàzàà d˺oÚ
d˺oÚààॠd˺oàzààॠd˺oààà
d˺oà}à d˺oà|àॠd˺oààà
sanskrit supplement 15. www.chitrapurmath.net
1/2
'j§zà¥WRWHOO83àn¥àj§à $3IRUP ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
~±zàà à|àà fÐàà
dj§zààà dj§zààzàà dj§zàÚ
'XDO
dj§zàÚààॠdj§zààzààॠdj§zàààà
3OXUDO
dj§zàà}à dj§zàà|àॠdj§zàààà
sanskrit supplement 15. www.chitrapurmath.net
2/2
6XSSOHPHQW3DVWWHQVH33DQG$3àn¥àj§à _j§|ààË
$j§WRGR83àn¥àj§à 33IRUP ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
dj§ Úॠdj§ Ú dj§ àà¥
dj§ààॠdj§àॠdj§à¦
dj§à¦}ॠdj§à dj§à¦
%j§WRGR83àn¥àj§à $3IRUP ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
dj§à dj§zàà dj§à¦
dj§àà¦ààॠdj§àà¦zààॠdj§à¦
dj§à¦à dj§|àॠdj§à¦
sanskrit supplement 16. www.chitrapurmath.net
1/1
6XSSOHPHQW,PSHUDWLYHPRRGDQG3DVWWHQVHdà¥|ààË_
$dà¥WREH33àÚ»¥àj§à ,PSHUDWLYHPRRG ~Ëà ij§àoà}à ¹àoà}à ààoà}à 3HUVRQ
6LQJXODU
~±zàà à|àà fÐàà
dË i|à dàà}à
'XDO
3OXUDO
ààॠàॠdààà
à}Ë à dààà
%dà¥WREH33àn¥àj§à 3DVWWHQVH
~Ëà
ij§àoà}à
¹àoà}à
ààoà}à
3HUVRQ
6LQJXODU
'XDO
3OXUDO
~±zàà à|àà fÐàà
dààÜॠdààÜ dààà¥
dàààॠdààॠdàà
dàà}ॠdàà dàà
sanskrit supplement 17 www.chitrapurmath.net
1/1
Supplement 18 a.
lçácçvlç DçJ³ç³ç s ( convey the meaning: for the purpose of.) Oççlçá
Serial
1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14. 15. 16. 17. 18. 19. 20. 21.
‚þ + ²−à „¸Ã + ¬˜þþ ˆÅ˜þà ˆ¼Å ÇÅúÛà âþ¥þà ¹âþœþà ‰þþ¸Ã ŠþŸþà þœþà ¸þ ´ªþà ›þú œþÚà œþþ œêþà #Ï» Ÿþ¼þà ¡éšþà £âþà ¥þžþÃ
Meaning of the Oççlçá
to climb to get up to tell to do to play to clean to throw to eat to go to do mantra-japa to give to see to take away to read/ study to drink to worship to speak to wipe to fight to protect to obtain
sanskrit supplement 18a. www.chitrapurmath.net
© Shri Chitrapur Math
lçácçvlç DçJ³ç³ç of the Oççlçá ‚þ£øºŸþà „·˜þþ·éŸþà ˆÅ˜þ¹¡þ·éŸþà ˆÅ·þĺŸþà ÇÅú¹Û·éŸþà âþþ¥þ¹¡þ·éŸþà âøœ·éŸþà ‰þþ¹¸·éŸþà Šþ›·éŸþà þ¹œþ·éŸþà ¸þ·éŸþà ͫٺŸþà ›ø·éŸþà œþ¹Ú·éŸþà œþþ·éŸþà œêþ¹¡þ·éŸþà ¨þÆ·éŸþà ŸþþþĹ¡þ·éŸþà ¡þøÖºŸþà £âþ¹·éŸþà ¥þ#šéŸþà 1/2
32.
¹¥þ‰þà ¨þ,þà ¨þ›¸Ã ýº ¬ø¨þà ¬·é ¬˜þþ ¬˜þþ ¬›þþ ¬œþ¼ªþà ¬Ÿþ¼
33.
−¬þÃ
22. 23. 24. 25. 26. 27. 28. 29. 30. 31.
to write to speak to do namaskar to listen to serve to praise to keep to wait to bathe to touch remember/recall/thi nk to laugh
sanskrit supplement 18a. www.chitrapurmath.net
© Shri Chitrapur Math
¥ø¹‰þ·éŸþà ¨þÆ·éŸþà ¨þ¹›¸·éŸþà ýø·éŸþà ¬ø¹¨þ·éŸþà ¬·þø·éŸþà ¬˜þþœþ¹¡þ·éŸþà ¬˜þþ·éŸþà ¬›þþ·éŸþà ¬œÏ«ÙºŸþà ¬Ÿþ·þĺŸþà −¹¬þ·éŸþÃ
2/2
Supplement 18 b. Additional Tumants.
Oççlçá
Serial
Meaning of the Oççlçá
lçácçvlç DçJ³ç³ç of the Oççlçá
34.
kç=À
to heat
G
35.
kç=À
to cool
MççÇlçuççÇkçÀlç&ácçd
36.
KçC[d
to break
KçC[çƳçlçácçd
37.
kçÀlç&d
to cut
kçÀlç&çƳçlçácçd
38.
çÆpçIç´d
to smell
çÆpççÆIç´lçácçd
39.
Dçç + çÆ#çHçd
to complain
Dçç#çíÊçácçd Dçç#çíHççƳçlçácçd
40.
¢Mçd
to show
oMç&çƳçlçácçd
41.
içáHçd
to hide
iççíHççƳçlçácçd
to call
Dçç»çƳçlçácçd
42.
Dçç
Ȓ
43.
çÆJç + mcç=
to forget
çÆJçmcçlç&ácçd
44.
mLçç
to abide
mLççlçácçd
45.
Hççuçd
to obey
Dçç%ççb HççuççƳçlçácçd
46.
HççÆj + cçç
to limit
HççÆjcççlçácçd
47.
çÆvç
to prevent
çÆvçJççjçƳçlçácçd
+
Jç=
+
48.
Hççþd
to teach
HççþçƳçlçácçd
49.
Hçþd
to learn
HççÆþlçácçd
50.
éçmçd
to breathe
méççÆmçlçácçd
to relax
çÆJçÞççvlççÇkçÀlç&ácçd
51.
çÆJç
52.
mçb + Hç=®sd
to consult
mçbHç=äácçd
53.
DçJç + içcçd
to understand
DçJçiçvlçácçd
54.
mçcç + DççHçd
to finish
mçcççHççƳçlçácçd
+
Þçcçd
sanskrit supplement 18b. www.chitrapurmath.net
© Shri Chitrapur Math
55.
Òçí<çd
to dispatch
Òçí<ççƳçlçácçd
56.
mçíJçd
to attend
mçíçÆJçlçácçd
57.
çÆvç
+
Jç=
to eliminate
çÆvçJççjçƳçlçácçd
58.
çÆJç
+
%çç
to distinguish
çÆJç%ççlçácçd
59.
mçppççÇ
to prepare
mçppççÇkçÀlç&ácçd
+
kç=À
60.
Òç + kçÀçMçd
to publish
ÒçkçÀçMççƳçlçácçd
61.
cçáê³çd
to print
³cçáêçƳçlçácçd
62.
içCçd
to calculate
içCççƳçlçácçd
63.
Òç + Jç=Oçd
to magnify
ÒçJçOç&çƳçlçácçd
64.
çÆJç + kçÀmçd
to maximize/expand
çÆJçkçÀçÆmçlçácçd
65.
kç=À
to minimise
DçvlççÆn&lçb kçÀlç&ácçd
66.
çÆJç + kç=À<çd
to reduce
çÆJçkçÀä&ácçd
67.
Dçç + H³çÌ
to enlarge
DççH³ççlçácçd DççH³ççHççƳçlçácçd
68.
DçHç + kç=À<çd
to extricate
DçHçkçÀä&ácçd
69.
©Oçd
to arrest
jçí×ácçd
70.
kç=À
to judge
çÆvçCç&³çb kçÀlç&ácçd
to justify
MççíOççƳçlçácçd
to mystify
J³ççcççíçÆnlçácçd
to command
MçççÆmçlçácçd
to order
Dçç%ççHççƳçlçácçd
71.
MçáOçd
72.
çÆJç
causal
Dçç
+
+
cçánd 73. 74.
Mççmçd Dçç
+
%çç
75.
kç=À
to practice
DçY³ççmçb kçÀlç&ácçd
76.
yçOçd
to endanger
yççÇYççqlmçlçácçd
77.
$çç
to save
$ççlçácçd
78.
mç=pçd
to create
ñçäcçd
sanskrit supplement 18b. www.chitrapurmath.net
© Shri Chitrapur Math
79.
çÆJç + ¬çÀçÇ
to sell
çÆJç¬çíÀlçácçd
80.
OççJçd
to run
OççJççƳçlçácçd
81.
cçvçmçç kçwuç=Hçd
to envision
cçvçmçç kçÀuHççƳçlçácçd
82.
³çlçd
to strive
³ççÆlçlçácçd
83.
DçJç + lç=
to incarnate
DçJçlççÆjlçácçd
84.
ÒççÆlç + %çç
to promise
ÒççÆlç%ççlçácçd
85.
Jç=
to close
JççÆjlçácçd
86.
God + Içìd
to open
GodIççìçƳçlçácçd
87.
çÆJç + içcçd
to see off
çÆJçiçvlçácçd
88.
¬çáÀOçd causal
to irritate
¬çÀçíOççƳçlçácçd
89.
Mçcçd
to pacify
MççÆcçlçácçd
90.
kç=À
to surprise
çÆJçmcç³ççÇkçÀlç&ácçd
91.
Hç= causal
to overcome
HççjçƳçlçácçd
92.
kç=À
to criticise
çÆvçvoçb kçÀlç&ácçd
93.
Hçvçd
to appreciate
HççÆvçlçácçd
94.
God + mçnd
to encourage
Glmççí{ácçd
Contact Us: This supplement is in response to a student's request. Please let us know if you have better words/ more accurate words for the ones we have provided. Contact us at [email protected]
sanskrit supplement 18b. www.chitrapurmath.net
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sanskrit .supplement 32. www.chitrapurmath.net
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sanskrit .supplement 32. www.chitrapurmath.net
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sanskrit .supplement 32. www.chitrapurmath.net
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GL;D
GL;DQ,
G;D,LQ
W
G;QD
GL;DB\DP
GL;DL!
F
G;QH
GL;DB\DP
GL;DB\!
S
G;Q!
GL;DB\DP
GL;DB\!
D
G;Q!
G;QDH!
G;QDP!
V
GL;Q G;DLQ
G;QDH!
GL;D DX
V
KH GL;D ;DH
KH GL;DQ,
KH G;D,LQ
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
4/28
QHW (eye) neuter gender #NYFQ(Singular)
LgYFQ (Dual)
j
QHW
QHW ^D,
Lg
QHW
QHW ^D,
EKXYFQ (Plural) X QHO© L^D X QH L^D
W
QHdD
QHW <\DP
QHW L!
F
QHdH
QHW <\DP
QHW B\!
S
QHWX!
QHW <\DP
D
QHWX!
QHdDH!
QHW B\! X QH ^DDP
V
QHWLU
QHdDH!
V
KH QHW
KH QHW ^D,
LYBDL.W
QHW DX X KH QH L^D
8 W (UDMD SY5W) WNDUD1W SX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
8 W
8 WD(
8 W!
Lg
8 WP
8 WD(
8 W!
W
8 WD
8 GB\DP
8 GL!
F
8 WH
8 GB\DP
8 GB\!
S
8 W!
8 GB\DP
8 GB\!
D
8 W!
8 WDH!
8 WDP
V
8L W
8 WDH!
8 7VX
V
KH 8 W
KH 8 WD(
KH 8 W!
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
5/28
NLUQ (KDZ,) s1W SX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
NU,
NLU^DD(
NLU^D!
Lg
NLU^DP
NLU^DD(
NLU^D!
W
NLU^DD
NLUB\DP
NLUL!
F
NLU^DH
NLUB\DP
NLUB\!
S
NLU^D!
NLUB\DP
NLUB\!
D
NLU^D!
NLU^DDH!
NLU^DDP
V
NLUL^D
NLU^DDH!
NLU DX
V
KH NLUQ
KH NLU^DD(
KH NLU^D!
LYBDL.W
SLZQ (PDJ5) s1W SX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
S1ZD!
S1ZDQD(
S1ZDQ!
Lg
S1ZDQP
S1ZDQD(
SZ!
W
SZD
SLZB\DP
SLZL!
F
SZH
SLZB\DP
SLZB\!
S
SZ!
SLZB\DP
SLZB\!
D
SZ!
SZDH!
SZDP
V
SLZ
SZDH!
SLZ DX
V
KH S1ZD!
KH S1ZDQD(
KH S1ZDQ!
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
6/28
$D7PQ ($D7PD) $s1W SX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
$D7PD
$D7PDQD(
$D7PDQ!
Lg
$D7PDQP
$D7PDQD(
$D7PQ!
W
$D7PQD
$D7PB\DP
$D7PL!
F
$D7PQH
$D7PB\DP
$D7PB\!
S
$D7PQ!
$D7PB\DP
$D7PB\!
D
$D7PQ!
$D7PQDH!
$D7PQDP
V
$D7PLQ
$D7PQDH!
$D7PVX
V
KH $D7PQ
KH $D7PDQD(
KH $D7PDQ!
LYBDL.W
UDMQ (UDMD) $s1W SX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
UDMD
UDMDQD(
UDMDQ!
Lg
UDMDQP
UDMDQD(
UD`!
W
UD`D
UDMB\DP
UDML!
F
UD`H
UDMB\DP
UDMB\!
S
UD`!
UDMB\DP
UDMB\!
D
UD`!
UD`DH!
UD`DP
V
UDL` UDMLQ
UD`DH!
UDMVX
V
KH UDMQ
KH UDMDQD(
KH UDMDQ!
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
7/28
LYgV (LYgDQ ) $V1W SX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
LYgDQ
LYgD VD(
LYgD V!
Lg
LYgD VP
LYgD VD(
LYGX D!
W
LYGX DD
LYgGB\DP
LYgGL!
F
LYGX DH
LYgGB\DP
LYgGB\!
S
LYGX D!
LYgGB\DP
LYgGB\!
D
LYGX D!
LYGX DDH!
LYGX DDP!
V
LYGXL D
LYGX DDH!
LYg7VX
V
KH LYgQ
KH LYgD VD(
KH LYgD V!
LYBDL.W
YDF (YD^D,) FNDUD1W 6d, #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
YDN J
YDFD(
YDF!
Lg
YDFP
YDFD(
YDF!
W
YDFD
YD*B\DP
YDL*!
F
YDFH
YD*B\DP
YD*B\!
S
YDF!
YD*B\DP
YD*B\!
D
YDF!
YDFDH!
YDFDP
V
YDLF
YDFDH!
YD~DX
V
KH YDN J
KH YDFD(
KH YDF!
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
8/28
LG] (LG]D) ]NDUD1W 6d, #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
LGN J
LG]D(
LG]!
Lg
LG]P
LG]D(
LG]!
W
LG]D
LG*B\DP
LGL*!
F
LG]H
LG*B\DP
LG*B\!
S
LG]!
LG*B\DP
LG*B\!
D
LG]!
LG]DH!
LG]DP!
V
LGL]
LG]DH!
LG~DX
V
KH LGN J
KH LG]D(
KH LG]!
LYBDL.W
~DX[ (8R) [NDUD1W 6d, LYBDL.W
#NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
~DXW
~DX[D(
~DX[!
Lg
~DX[P
~DX[D(
~DX[!
W
~DX[D
~DXGB\DP
~DXGL!
F
~DX[H
~DXGB\DP
~DXGB\!
S
~DX[!
~DXGB\DP
~DXGB\!
D
~DX[!
~DX[DH!
~DX[DP
V
~DXL[
~DX[DH!
~DX7VX
V
KH ~DXW
KH ~DX[D(
KH ~DX[!
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
9/28
S\V (G8[ MO) $V1W QSX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
S\!
S\V,
S\D LV
Lg
S\!
S\V,
S\D LV
W
S\VD
S\DHB\DP
S\DHL!
F
S\VH
S\DHB\DP
S\DHB\!
S
S\V!
S\DHB\DP
S\DHB\!
D
S\V!
S\VDH!
S\VDP
V
S\LV
S\VDH!
S\!VX
V
KH S\!
KH S\V,
KH S\D LV
LYBDL.W
MJW (V VDU) WNDUD1W QSX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
MJW
MJW,
MJL1W
Lg
MJW
MJW,
MJL1W
W
MJWD
MJGB\DP
MJGL!
F
MJWH
MJGB\DP
MJGB\!
S
MJW!
MJGB\DP
MJGB\!
D
MJW!
MJWDH!
MJWDP
V
MJLW
MJWDH!
MJ7VX
V
KH MJW
KH MJW,
KH MJL1W
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
10/28
JYW (JYDQ) WNDUD1W SX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
JYDQ
JY1WD(
JY1W!
Lg
JY1WP
JY1WD(
JYW!
W
JYWD
JYGB\DP
JYGL!
F
JYWH
JYGB\DP
JYGB\!
S
JYW!
JYGB\DP
JYGB\!
D
JYW!
JYWDH!
JYWDP
V
JYLW
JYWDH!
JY7VX
V
KH JYQ
KH JY1WD(
KH JY1W!
LYBDL.W
QDPQ QDP $Á1W QSX #NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
QDP
QDPQ,
QDPDLQ
Lg
QDP
QDPQ,
QDPDLQ
W
QD0QD
QDPB\DP
QDPL!
F
QD0QH
QDPB\DP
QDPB\!
S
QD0Q!
QDPB\DP
QDPB\!
D
QD0Q!
QD0QDH!
QD0QDP
V
QDL0Q QDPLQ
QD0QDH!
QDPVX
V
KH QDP QDPQ
KH QDPQ,
KH QDPDLQ
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
11/28
$KQ LGQ $Á1W QSX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
$K!
$KQ,
$KDLQ
Lg
$K!
$KQ,
$KDLQ
W
$D
$KDHB\DP
$KDHL!
F
$H
$KDHB\DP
$KDHB\!
S
$!
$KDHB\DP
$KDHB\!
D
$!
$DH!
V
$L $KLQ
$DH!
$DP!
V
KH $K!
KH $KQ,
LYBDL.W
KH $KDLQ
(N) VY5 (VE)VY5QDP SX
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
VY5!
VYD5(
VY5H
Lg
VY5P
VYD5(
VYD5Q
W
VY5H^D
VYD5B\DP
VY5(!
F
VY56P(
VYD5B\DP
VY5HB\!
S
VY56PDW
VYD5B\DP
VY5HB\!
D
VY56\
VY5\DH!
VY5H DDP
V
VY5L6PQ
VY5\DH!
VY5H DX
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
12/28
(R) VY5 (VE) QSX
LYBDL.W
#NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
VY5P
VY5H
VYD5L^D
Lg
VY5P
VY5H
VYD5L>
W
VY5H>
VYD5B\DP
VY5(!
F
VY56P(
VYD5B\DP
VY5HB\!
S
VY56PDW
VYD5B\DP
VY5B\!
D
VY56\
VY56\DH!
VY5H DP
V
VY5L6PQ
VY5\DH!
VY5 X
(J) VY5 (VE) 6d,LO J
LYBDL.W
#NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
VYD5
VYH5
VYD5!
Lg
VYD5P
VY5H
VYD5!
W
VY5\D
VYD5B\DP
VYD5L!
F
VY56\(
VYD5B\DP
VYD5B\!
S
VY56\D!
VYD5B\DP
VYD5B\!
D
VY56\D!
VY5\DH!
VYD5VDP
V
VY56\DP
VY5\DH!
VYD5VX
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
13/28
(N) GP (\K) SX
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
$\P
PD(
PH
Lg
PP
PD(
PDQ
W
$QHQ
$DB\DP
#L!
F
$6P(
$DB\DP
#B\!
S
$6PDW
$DB\DP
#B\!
D
$6\
$Q\DH!
# DP
V
$L6PQ
$Q\DH!
# X
LYBDL.W
(R) GP (\K) QSX
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
GP
PH
PDLQ
Lg
GP
PH
PDLQ
W
$QHQ
$DB\DP
#L!
F
$6P(
$DB\DP
#B\!
S
$6PDW
$DB\DP
#B\!
D
$6\
$Q\DH!
# DP
V
$L6PQ
$Q\DH!
# X
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
14/28
(J) GP (\K) 6d,
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
\P
PH
PD!
Lg
PDP
PH
PD!
W
$Q\D
$DB\DP
$DL!
F
$6\(
$DB\DP
$DB\!
S
$6\D!
$DB\DP
$DB\!
D
$6\D!
$Q\DH!
$DVDP
V
$6\DP
$Q\DH!
$DVX
VLR (LPd) NDUD1W SX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
VRD
VRD\D(
VRD\!
Lg
VRD\P
VRD\D(
VR,Q
W
V2\D
VLRB\DP
VLRL!
F
V2\H
VLRB\DP
VLRB\!
S
V2\X!
VLRB\DP
VLRB\!
D
V2\X!
V2\DH!
VR,QDP
V
V2\D(
V2\DH!
VLR X
V
KH VRH
KH VRD\D(
KH VRD\!
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
15/28
]P5Q (VXR) $Á1W QSX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
]P5
]P5>,
]P5DL>
Lg
]P5
]P5>,
]P5DL>
W
]P5>D
]P5B\DP
F
]P5>H
]P5B\DP
]P5B\!
S
]P5>!
]P5B\DP
]P5B\!
D
]P5>!
]P5>DH!
]P5>DP
V
]P5L>
]P5>DH!
]P5VX
V
KH ]P5 ]P5Q
KH ]P5>,
KH ]P5DL>
LYBDL.W
VLUW (QG,) WNDUD1W 6d, #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
VLUW
VLUWD(
VLUW!
Lg
VLUWP
VLUWD(
VLUW!
W
VLUWD
VLUGB\DP
VLUGL!
F
VLUWH
VLUGB\DP
VLUGB\!
S
VLUW!
VLUGB\DP
VLUGB\!
D
VLUW!
VLUWDH!
VLUWDP!
V
VLULW
VLUWDH!
VLU7VX
V
KH VLUW
KH VLUWD(
KH VLUW!
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
16/28
PQV (PQ) $V1W QSX #NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
PQ!
PQV,
PQ LV
Lg
PQ!
PQV,
PQ LV
W
PQVD
PQDHB\DP
PQDHL!
F
PQVH
PQDHB\DP
PQDHB\!
S
PQV!
PQDHB\DP
PQDHB\!
D
PQV!
PQVDH!
PQVDP
V
PQLV
PQVDH!
PQ!VX 6VX
V
KH PQ!
KH PQV,
KH PQ LV
LYBDL.W
àà àÄàÜ dj§à à}à àÜ
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
àà
Ú
àà
Lg
ààà¥
Ú
àà
W
ààà
ààèààà¥
ààèà
F
ààÛ
ààèààà¥
ààèà
S
àààà
ààèààà¥
ààèà
D
àààà
ààÚ
ààààà¥
V
ààààà¥
ààÚ
ààË
V
Ú
Ú
àà
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
17/28
làॠmà dj§à à}à }à~Ë¡
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
làà¥
là
lààà
Lg
làà¥
là
lààà
W
làà
lààèààà¥
là
F
lààà
lààèààà¥
làèà
S
lààà¥
lààèààà¥
làèà
D
làà
lààÚ
lààààà¥
V
là
lààÚ
làË
V
là
là
lààà
àॠà eà}à }à~Ë¡
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
à
ààÜ
àÎà
Lg
à
ààÜ
àÎà
W
ààà
àèàà¦à¥
àèà¦
F
àÚ
àèàà¦à¥
àèà¦
S
àà
àèàà¦à¥
àèà¦
D
àà
ààÚ
àààà¥
V
àà
ààÚ
à Ë
V
à
ààÜ
àÎà
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
18/28
S8Y5 (S8Y5 ~±zàà ) VY5QDP SX LYBDL.W
#NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
S8Y5!
S8YD5(
S8Y5H
Lg
S8Y5P
S8YD5(
S8YD5Q
W
S8Y5H^D
S8YD5B\DP
S8Y5(!
F
S8Y56P(
S8YD5B\DP
S8Y5HB\!
S
S8Y56PDW
S8YD5B\DP
S8Y5HB\!
D
S8Y56\
S8Y5\DH!
S8Y5H DDP
V
S8Y5L6PQ
S8Y5\DH!
S8Y5H DX
S8Y5 (S8Y5 ~±zàà ) QSX #NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
S8Y5P
S8Y5H
S8YD5L^D
Lg
S8Y5P
S8Y5H
S8YD5L^D
W
S8Y5H^D
S8YD5B\DP
S8Y5(!
F
S8Y56P(
S8YD5B\DP
S8Y5HB\!
S
S8Y56PDW
S8YD5B\DP
S8Y5HB\!
D
S8Y56\
S8Y5\DH!
S8Y5H DDP
V
S8Y5L6PQ
S8Y5\DH!
S8Y5H DX
LYBDL.W
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
19/28
S8Y5 (S8Y5 ~±zàà ) 6d, LYBDL.W
#NYFQ (Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
S8YD5
S8Y5H
S8YD5!
Lg
S8YD5P
S8Y5H
S8YD5!
W
S8Y5\D
S8YD5B\DP
S8YD5L!
F
S8Y56\(
S8YD5B\DP
S8YD5B\!
S
S8Y56\D!
S8YD5B\DP
S8YD5B\!
D
S8Y56\D!
S8Y5\DH!
S8YD5VDP
V
S8Y56\DP
S8Y5\DH!
S8YD5VX
~àà ~àà ej§à à}à ~Ë¡
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
~àà
~ààÜ
~ààà
Lg
~ààà¥
~ààÜ
~ààÜ}à¥
W
~ààà
~ààèààà¥
~ààèà
F
~àÚ
~ààèààà¥
~ààèà
S
~àË
~ààèààà¥
~ààèà
D
~àË
~ààÚ
~ààÜ}ààà¥
V
~ààÛ
~ààÚ
~ààË
V
~àÚ
~ààÜ
~ààà
sanskrit supplement 41. www.chitrapurmath.net
© Shri Chitrapur Math
20/28
à¹à¥ à¹à}ॠàj§à à}à ~Ë¡
LYBDL.W
#NYFQ(Singular)
LgYFQ (Dual)
EKXYFQ (Plural)
j
à¹à}à¥
à¹à¡àÛ
à¹à¡à
Lg
à¹à¡àà¥
à¹à¡àÛ
àà
W
ààà
๥èààà¥
๥èà
F
àÚ
๥èààà¥
๥èà
S
àà
๥èààà¥
๥èà
D
àà
ààÚ
àààà¥
V
àà
ààÚ
à¹Ë
V
à¹}à¥
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