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Solve the Problem C(x)=6000xC ( x ) = 6000 x R(x)=117,000+15,000xR ( x ) = 117,000 + 15,000 x

Question 85

Multiple Choice

Solve the problem.
-Steve invests in a circus production. The cost includes an overhead of $117,000, plus production costs of $6000 per performance. A sold-out performance brings in $15,000. Let x represent the number of sold-out performances and write the cost function, C and revenue function, R.


A) C(x) =6000xC ( x ) = 6000 x
R(x) =117,000+15,000xR ( x ) = 117,000 + 15,000 x
B) C(x) =117,000+15,000xC ( x ) = 117,000 + 15,000 x
R(x) =6000xR ( x ) = 6000 x
C) C(x) =117,000x+6000C ( x ) = 117,000 x + 6000
R(x) =15,000xR ( x ) = 15,000 x
D) C(x) =117,000+6000x\mathrm { C } ( \mathrm { x } ) = 117,000 + 6000 \mathrm { x }
R(x) =15,000xR ( x ) = 15,000 x nction, C and revenue function, R.

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