Solve the problem.
-The number of cows that can graze on a ranch is approximated by $C(x, y)=9 x+5 y-4$, where $x$ is the number of acres of grass and y the number of acres of alfalfa. If the ranch has 25 acres of alfalfa and 70 acres of grass, how many cows may graze?
A) 755 cows
B) 751 cows
C) 575 cows
D) 571 cows

Question

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The Answer of Solve the problem.
-The number of cows that can graze on a ranch is approximated by $C(x, y)=9 x+5 y-4$, where $x$ is the number of acres of grass and y the number of acres of alfalfa. If the ranch has 25 acres of alfalfa and 70 acres of grass, how many cows may graze?
A) 755 cows
B) 751 cows
C) 575 cows
D) 571 cows

Solve the Problem C(x,y)=9x+5y−4C(x, y)=9 x+5 y-4C(x,y)=9x+5y−4 , Where xxx Is the Number of Acres of Grass and Y the on a Ranch

Solve the Problem $C(x, y)=9 x+5 y-4$ , Where $x$ Is the Number of Acres of Grass and Y the on a Ranch