mario has a business selling muffins. let $x$ be the price of a muffin. then, the profit $p$ for marios…

mario has a business selling muffins. let $x$ be the price of a muffin. then, the profit $p$ for marios business is given by $p(x)= - 100x^{2}+350x - 150$. choose the inequality that shows the business will make a positive profit.\n$0 < - 100x^{2}+350x - 150$\n$0 > - 100x^{2}+350x - 150$\n$0 geq - 100x^{2}+350x - 150$\n$0 < - 100x^{2}+350x - 150$

mario has a business selling muffins. let $x$ be the price of a muffin. then, the profit $p$ for marios business is given by $p(x)= - 100x^{2}+350x - 150$. choose the inequality that shows the business will make a positive profit.\n$0 < - 100x^{2}+350x - 150$\n$0 > - 100x^{2}+350x - 150$\n$0 geq - 100x^{2}+350x - 150$\n$0 < - 100x^{2}+350x - 150$

Answer

Explanation:

Step1: Define positive profit

Positive profit means profit $P(x)>0$.

Step2: Substitute profit - function

Given $P(x)= - 100x^{2}+350x - 150$, we get $0 < - 100x^{2}+350x - 150$.

Answer:

$0 < - 100x^{2}+350x - 150$