show tthat every positive even integer is of form 2n and every positive odd integer is of the form 2n+1
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Every even integer is a multiple of 2 hence 2n and alternate with old hence 2n+1
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hi friend.....
if we substitute 1 in the place of n in
even number 2n we get 2
by the same way for odd number 2(1)+1 we get 3
this is proved tht every even integers forms an odd integers
if we substitute 1 in the place of n in
even number 2n we get 2
by the same way for odd number 2(1)+1 we get 3
this is proved tht every even integers forms an odd integers
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