Apat

  • Uploaded by: api-3732946
  • 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 Apat as PDF for free.

More details

  • Words: 593
  • Pages: 9
Names of Multiples of Ten Numbers

Names of Multiples of Ten Numbers • Names of other numbers are formed by sequences of numeral morphemes. • First to be described are sequences which form the names of the numbers which form the names of the other numbers. X = ten C = hundred M = thousand

Names of Multiples of Ten Numbers • In these sequences, the operations of addition and multiplication are applied in the order in which they occur. 4.1 10, …90 (a) bX = B + na + X = 10,…90 4.2 100,…900 (a) bC = B + na + C = 100,…900 (b) bCbX = bC + at + bX = 110, … 990

Names of Multiples of Ten Numbers 4.3

1,000, …9,000 (a) (b) (c) (d)

4.4

bM = B + na + M = 1,000,…9,000 bMbX = bM + at + bX = 1,010,…9,090 bMbC = bM + at + bC = 1,100,…9,900 bMbCbX = bM + at + bC + at + bX = 1,110,…9,990

10,000,…90,000 (a) (b)

bXM = bX + na + M = 10,000,…90,000 bXMbX = bX + na + M + at + bX = 10,010,…90,090

Names of Multiples of Ten Numbers (c) bXMbC = bX + na + M + at + bC = 10,100,…90,900 (d) bXMbCbX = bX + na + M + at + bC + at +bX = 10,110,…90,990

4. 5 (a) (b) (c) (d)

11,000,…99,000 bXBM = bX + at + B + na +M = 11,000,…99,000 bXBMbX = bX + at + B + na + M + at + bX = 11,010,…90,090 bXBMbC = bX + at + B + na + M + at + bC = 11,100,…99,900 bXBMbCbX = bX + at + B + na + M + at + bC + at + bX = 11,110,…99,990

Names of Multiples of Ten Numbers 4.6

100,000,…900,000 (a)

bCM = bC + na + M = 100,000,…900,000

(b)

bCMbX = bC + na + M + at + bX = 100,010,…900,090 bCMbC = bC + na + C + at + bC = 100,100,…900,900 bCMbCbX = bC + na + M + at + bC + at + bX = 100,110,…900,990

(c) (d)

Names of Multiples of Ten Numbers 4.7

110,000,…990,000 (a) (b) (c) (d)

bCbXM = bC + at + bX + na + M = 110,000,…990,000 bCbXMbX = bC + at + bX + na + M + at + bX = 110,010,…990,090 bCbXMbC = bC + at + bX + na +M + at + bC = 110,100,…990,900 bCbXMbCbX = bC + at + bX + na + M + at + bC + at + bX = 110,110,…990,990

Names of Multiples of Ten Numbers 4.8

111,000,…999,990 (a) (b) (c) (d)

bCbXBM = bC + at + bX + at + B + na + M 111,000,…999,000 bCbXBMbX = bC + at + bX + at + B + na + M + at + bX = 111,010,…999,090 bCbXBMbC = bC + at + bX + at + B + na + M + at + bC = 111,100,…999,900 bCbXBMbCbX = bC + at + bX + at + B + na + M + at + bC + at + bX = 111,110,… 999,990

Names of Multiples of Ten Numbers • Note that in these sequences the addition morpheme, represented b Tag. at, always occurs before the name of a basic number, b or B, and that the multiplication morpheme, represented by Tag. na, always occurs before a multiplicand morpheme, X,C,M.

Related Documents