every even positive integer is in the form of
a)2p+1 b)2p-1
c)2p d)3p
with explanation
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☆AztecAllure☆
the answer is
c) 2p
We know that an integer can be either even or odd. Therefore, any odd integer is of the form 2p+1.
And we know by any means if we multiply any odd integers twice,
We get an even integer,
Ex 3x2=6
7x2=14
Therfore If a=2p, then a is an even integer.
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