PLEASE HELP ASAP Prove: An odd number squared is an odd number.

n+
(2n + 1)2 = [ ? ]n2
1(2n2 + 2n) +

= an odd

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Ответ:

goblebrandon

26.03.2021

Mathematics

Using the factor theorem, we have

7x^2+x-5=7(x-a)(x-b)

and expanding gives us

$7x^2+x-5=7(x^2-(a+b)x+ab)\implies\begin{cases}ab=-5\\a+b=-1\end{cases}$

So we have

$(a-4)(b-4)=ab-4(a+b)+16=-5-4(-1)+16=\boxed{15}$

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PLEASE HELP ASAP Prove: An odd number squared is an odd number. n+ (2n + 1)2 = [ ? ]n2 1(2n2 + 2n) + = an odd