show that any positive odd integer is of the form 6m+1 or 6m+3 or 6m+5 Where n is some integer
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let a positive integers 1,2,3,4,5 6
6m+1 odd
6m+2 even
6m+3 odd
6m+4 even
6m+5 odd
6m+6 even.
so 1,3,5 it a odd integers
6m+1 odd
6m+2 even
6m+3 odd
6m+4 even
6m+5 odd
6m+6 even.
so 1,3,5 it a odd integers
abhi687:
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Let q be any positive integer.
b=6,r=0,1,2,3,4,5
q=6m,6m+1,6m+2,6m+3,6m+4,6m+5.
Therefore,6m+1,6m+3 and 6m+5 are odd positive integer.
b=6,r=0,1,2,3,4,5
q=6m,6m+1,6m+2,6m+3,6m+4,6m+5.
Therefore,6m+1,6m+3 and 6m+5 are odd positive integer.
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