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alexvillaa121
22.03.2020 •
Mathematics
The function f x =x2 +3x-10 models the area of a rectangle. a: describe the length and width of the rectangle in terms of x b: what is a rectangle in terms of x
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Ответ:
A .![Length = x+5\\breadth = x-2](/tpl/images/0558/0794/b53d0.png)
B. domain of
here is all values of x > 2 .
Step-by-step explanation:
Correct question is : the function
models the area of a rectangle. a: describe the length and width of the rectangle in terms of x b: what is a domain for above function in relation to rectangle . Let's solve:
a: describe the length and width of the rectangle in terms of x
Let's factorise
:
⇒![f(x)= x^2+5x-2x-10](/tpl/images/0558/0794/d7737.png)
⇒![f(x)= x(x+5)-2(x+5)](/tpl/images/0558/0794/26d0f.png)
⇒![f(x)= (x+5)(x-2)](/tpl/images/0558/0794/63b7d.png)
Since , ⇒
So
b: what is a domain for above function in relation to rectangle
Since area is always > 0 , and (length , breadth)>0 So,
⇒
Therefore, domain of
here is all values of x > 2 .
Ответ:
in full, on time, every time
Step-by-step explanation:
in full, on time, every time because even if little is left out it would again a large amount together with the interest. Also as the limit is low it can easily be reimbursed