Spm Addmath1 Ans (kedah)

  • Uploaded by: SimPor
  • 0
  • 0
  • November 2019
  • PDF

This document was uploaded by user and they confirmed that they have the permission to share it. If you are author or own the copyright of this book, please report to us by using this DMCA report form. Report DMCA


Overview

Download & View Spm Addmath1 Ans (kedah) as PDF for free.

More details

  • Words: 920
  • Pages: 4
2

SULIT

3472/1

SPM Trial Examination 2008 Kedah Darul Aman Marking Scheme Additional Mathematics Paper 1 Question 1 (a)

2

Solution/ Marking Scheme B1: p(2) − 3 = 1

x2 (a) B1: 3y −2 = 2 or g 1 ( x)  3

Answer (a) 2

Marks 2

(b) −5 4 (a) 3

1 2

(b) x 2  2

2

(a) 7

1

(b) 3

1

(c) 5

1

(b) B1: 3 f ( x)  2  3x 2  4 3

4

B2:  1(3  1)  

2k  1 2

B1 :   3   4 or  (3 )  



(a) 2

1

(b) 14

1

(c) 4

1

B2:

 52

B1: 7

3

2k  1 2

5

6

7 2

5 5 
3

x=2

3

5 2

(5 – 2p)(5 + 2p)

B2 : 3 x  3 2 or 3 x  9 B1 : 27  3 x  3 x  234 or 3 x  33  3 x  234

3472/1

Additional Mathematics Paper 1

SULIT

3

SULIT Question 8

9

Solution/ Marking Scheme

1 B2: 2 log 8 2  log 8 5 2

3472/1 Answer

Marks

(a) x  64

1

(b) x  73

1

1 2p q 2

3

(a) 2

3

(b) −1

1

(a) 8

1

(b) 4

3

6

3

p = 2, q = 5

4

(i) 2:3

1

(ii) 4

2

B1: log 8 4 5  log 8 4  log 8 5 10

(a) B2:

y2 y  y6 y2

B1: log 2 ( y  2)  log 2 ( y  6)  log 2 y  log 2 ( y  2) 11 (a) T1  S1  8 (b) B2: T2  20  8 or 12 B1 : S 2  2  22  3 or 20 12

13

n

1 1 B2:    64 2 64(1  0.5 n ) B1: 126  1  0.5

B3 : p  2  1 B2 : 2    1  p B1 : m1  2, or m2  

1 or 1  p (2)  q p

14 t 6 2 2 1  3  6 (ii) B1 :  or t  1 t 3 5

m=2

15 B1: m  2 or n  1

3472/1

2

n = −1

Additional Mathematics Paper 1

SULIT

4

SULIT Question 16

3472/1

Solution/ Marking Scheme

Answer

Marks

6 2 x+ y 5 5

3

ED  EB  BD =2y +

2 BC 5

= 2y +

2 (3x − 4y) 5

= 2y +

6 8 x− y 5 5

=

B1 : BD 

2 BC 5

B2

6 2 x+ y 5 5

OR

ED  EA  AD = −2y + CD 3 = −2y+ AC  CB 5

B1 :

3 =−2y + 3x+ (4y-3x) 5

= −2y + 3x + =

CD 

3 CB 5

B2

12 9 y− x 5 5

6 2 x+ y 5 5

17 B3: 45 0 , 75 0 58' (75.96 o ) (both)

45 0 , 225 0 , 0

B2 : tan x  1 , tan x  4 (both)

4 o

75 58' (75.96 ), 255 0 58' (255.96 o )

B1 : 3 tan 2 x  5 tan x  4(tan 2 x  1) 18 1 2 1 (7) (0.5236)  (5) 2 (0.5236) or 2 2 1 2  1 2  (7) ( )  (5) ( ) 2 6 2 6 1 2 1 2 B1: (7) (0.5236) or (5) (0.5236) or 2 2 1 2  1  (7) ( ) or (5) 2 ( ) 2 6 2 6

B2 :

3472/1

(a) 0.5236 rad 1 ( ) 6

1

(b) 6.283 cm2 (2  )

3

Additional Mathematics Paper 1

SULIT

5

SULIT Question 19

Solution/ Marking Scheme dr 1 dr B2 :   50 or 50  4 (5) 2  dt 100 dt

3472/1 Answer

Mark

0.5 cms-1

3

3

3

(a) −4.5

1

(b) 35

3

18 x (2  3 x 2 ) 4

3

2

2

(a) 924

1

(b) 917

2

48  45 6

(a) 0.3085

2

k  45  0.5 6

(b) 42

2

B1 :

dV dV  4r 2 or  100 dr dr

B2:

k k 6    3(3  4  5)  3(3  2  5) 7

20

k (3x  5) 1 B1:  1 3 21

(b) B2 : 10  p[4  2]  80

B1 :

 g ( x) dx   pdx

B2:

dy dy  3(2  3 x 2 ) 4 (6 x ) or  3u  4 (6 x ) dx dx

or 10 or px

22

B1:  3(2  3 x 2 ) 4 or  6 x or  3u 4

23 B1:

24

(b) B1: 12 C 6 5

25

1  10 5

or

C1  7 C 5  5C 2  7 C 4  5C 3  7 C 3  5C 4  7 C 2  5C 5  7 C1

(a) B1 : Z 

(b) B1 :

END OF MARKING SCHEME 3472/1

Additional Mathematics Paper 1

SULIT

Related Documents

Spm Addmath1 Ans (kedah)
November 2019 21
Spm Addmath1 (kedah)
November 2019 10
Spm Bi Ans (kedah)
November 2019 9
Spm Mm Ans (kedah)
November 2019 19
Spm Bc2 Ans (kedah)
November 2019 20
Spm Addmath2 Ans (kedah)
November 2019 12

More Documents from "SimPor"