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4 votes
I'm preparing for an exam and I'm going over questions I got wrong and I can't figure out myself. It's for Math Integrated 2, I'd like help primarily in explaining it to me the method on how to solve these problems. I also have additional questions regarding the subject. This will go in my notes so I can re-take the quiz I got the answers wrong in and then use the notes for the Unit exam next week. Thank you :)

I'm preparing for an exam and I'm going over questions I got wrong and I can't figure-example-1
I'm preparing for an exam and I'm going over questions I got wrong and I can't figure-example-1
I'm preparing for an exam and I'm going over questions I got wrong and I can't figure-example-2
I'm preparing for an exam and I'm going over questions I got wrong and I can't figure-example-3
I'm preparing for an exam and I'm going over questions I got wrong and I can't figure-example-4
I'm preparing for an exam and I'm going over questions I got wrong and I can't figure-example-5

1 Answer

2 votes

The question tells us that the profit is equal to the difference between revenue and cost.

Then P(x) = R(x) -C(x)

The revenue can be modeled by the function:


R(x)=2x^2+55x+10

and the cost can be modeled by:


C(x)=2x^2-15x-40

Replace both functions on the Profit equation:


P(x)=R(x)-C(x)
P(x)=(2x^2+55+10)-(2x^2-15x-40)
P(x)=2x^2+55x+10-2x^2+15x+40

Solve like terms:


P(x)=70x+50

Now, the x variable represents the number of cell phones sold.

If 240 cell phones are sold, set x= 240:


P(240)=70(240)+50
P(x)=16,850

Therefore, the correct answer is the third option.

User Francena
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