show that any positive odd integer is in the form of 6q+1 or 6q+3,6q+5,where q is some integer
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- 6q = 2*3q - even
- 6q+1 = 2(3q + 1)-odd
- 6q+2 = 2(3q +2)-even
- 6q+3= 2(3q+2) +1-odd
- 6q+4= 2(3q+3)+1-even
- 6q+5= 2(3q+4)+1-odd therefore 6q+1, 6q+3,6q+5 are odd integers...... hope it helps u thnk u......
swayams10:
is this answers is Right
Answered by
7
- 6q = 2*3q - even
- 6q+1 = 2(3q + 1)-odd
- 6q+2 = 2(3q +2)-even
- 6q+3= 2(3q+2) +1-odd
- 6q+4= 2(3q+3)+1-even
- 6q+5= 2(3q+4)+1-odd therefore 6q+1, 6q+3,6q+5 are odd integers...... hope it helps u thnk u......
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