Translate the sentence to an algebraic inequality.
-Correct Computers, Inc. finds that the cost to make $x$ laptop computers is $C = 2529 x + 128,651$, while the revenue produced from them is $R = 4034 x$ ( $C$ and $R$ are in dollars). What is the smallest whole number of computers, $x$, that must be sold for the company to show a profit?
A) 20 computers
B) 193,619,755 computers
C) 844,336,513 computers
D) 86 computers

Question

Quizplus · Accepted Answer

For the company to show a profit, the revenue $R$ must be greater than the cost $C$. This gives the inequality $4034x > 2529x + 128,651$. Solving this inequality for $x$ gives the smallest whole number of computers that must be sold to show a profit.

Translate the Sentence to an Algebraic Inequality xxx Laptop Computers Is C=2529x+128,651C = 2529 x + 128,651C=2529x+128,651

Translate the Sentence to an Algebraic Inequality $x$ Laptop Computers Is $C = 2529 x + 128,651$