Solve the problem.
-You invested $6000 and started a business selling vases. Supplies cost $19 per vase and you are selling each vase for $29. Let x represent the number of vases produced and sold and write the cost function, C,
And revenue function, R.
A) $C ( x ) = 19 x + 6000$
$R ( x ) = 29 x$
B) $C ( x ) = 19 x + 29$
$R ( x ) = 6000 x$
C) $C ( x ) = 19 x + 6000$
$\mathrm { R } ( \mathrm { x } ) = 29$
D) $C ( x ) = 19 x + 6000 x$
$R ( x ) = 29 x$

Question

Solve the problem.
-You invested $6000 and started a business selling vases. Supplies cost $19 per vase and you are selling each vase for $29. Let x represent the number of vases produced and sold and write the cost function, C,
And revenue function, R. 
A) $C ( x ) = 19 x + 6000$
$R ( x ) = 29 x$
B) $C ( x ) = 19 x + 29$
$R ( x ) = 6000 x$
C) $C ( x ) = 19 x + 6000$
$\mathrm { R } ( \mathrm { x } ) = 29$
D) $C ( x ) = 19 x + 6000 x$
$R ( x ) = 29 x$

Quizplus · Accepted Answer

The cost function is given by the sum of fixed cost (investment) and variable cost (cost per vase multiplied by number of vases produced): 
C(x) = 19x + 6000.

The revenue function is simply the price per vase multiplied by the number of vases produced and sold:
R(x) = 29x.

Therefore, the best choice is A.

Solve the Problem C(x)=19x+6000C ( x ) = 19 x + 6000C(x)=19x+6000

Solve the Problem $C ( x ) = 19 x + 6000$