zachs monthly profit from selling custom perfume bottles is represented by the function, $p(x)=7.5x - 175$…

zachs monthly profit from selling custom perfume bottles is represented by the function, $p(x)=7.5x - 175$, which x represents the number of bottles of perfume sold. complete the table below so that each value in the domain is assigned to the correct value in the range. select from the following numbers to complete the table. 65 120 275 467 537.50 737.50 5050 x p(x) 60 95 725

zachs monthly profit from selling custom perfume bottles is represented by the function, $p(x)=7.5x - 175$, which x represents the number of bottles of perfume sold. complete the table below so that each value in the domain is assigned to the correct value in the range. select from the following numbers to complete the table. 65 120 275 467 537.50 737.50 5050 x p(x) 60 95 725

Answer

Explanation:

Step1: Find $P(x)$ when $x = 60$

Substitute $x = 60$ into $P(x)=7.5x - 175$. So $P(60)=7.5\times60-175=450 - 175=275$.

Step2: Find $P(x)$ when $x = 95$

Substitute $x = 95$ into $P(x)=7.5x - 175$. So $P(95)=7.5\times95-175 = 712.5-175 = 537.5$.

Step3: Find $x$ when $P(x)=725$

Set $P(x)=725$, then $725=7.5x - 175$. Add 175 to both sides: $725 + 175=7.5x$, so $900 = 7.5x$. Divide both sides by 7.5: $x=\frac{900}{7.5}=120$.

Answer:

x P(x)
60 275
95 537.50
120 725