Graph the solution set of the system of inequalities.
-A company manufactures two types of lawn mowers, a gas-powered model and an electric model. It costs $98 to produce each of x gas-powered mowers and $104 to produce each of y electric mowers, and the company has
At most $86,450 per month to use for production. Write the inequality that describes this constraint on monthly
Production.
A) $104 x + 98 y \leq 86,450$
B) $98 x + 104 y \geq 86,450$
C) $98 x + 104 y \leq 86,450$
D) $104 x + 98 y \geq 86,450$

Question

Graph the solution set of the system of inequalities.
-A company manufactures two types of lawn mowers, a gas-powered model and an electric model. It costs $98 to produce each of x gas-powered mowers and $104 to produce each of y electric mowers, and the company has
At most $86,450 per month to use for production. Write the inequality that describes this constraint on monthly
Production. 
A) $104 x + 98 y \leq 86,450$
B) $98 x + 104 y \geq 86,450$
C) $98 x + 104 y \leq 86,450$
D) $104 x + 98 y \geq 86,450$

Quizplus · Accepted Answer

The correct inequality is $98x + 104y \leq 86,450$, which represents the cost of producing x gas-powered mowers and y electric mowers not exceeding the monthly budget of $86,450.

Graph the Solution Set of the System of Inequalities 104x+98y≤86,450104 x + 98 y \leq 86,450104x+98y≤86,450

Graph the Solution Set of the System of Inequalities $104 x + 98 y \leq 86,450$