Every positive integer > 0 can be expressed as a product of 2^n (n \geq 0) and another _________.

Question 51

Every positive integer > 0 can be expressed as a product of $$2^n (n \geq 0)$$ and another _________.

Solution

Every positive integer > 0 can be expressed as a product of $$2^n (n \geq 0)$$ and another odd number(or odd numbers).

Likewise :

$$28=2^2\times7.$$

$$69=2^0\times3\times23.$$

So, B is correct choice.

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