Write a cost function for the problem. Assume that the relationship is linear.
-A cab company charges a base rate of $1.00 plus 10 cents per minute. Let C(x)be the cost in dollars of u
A) $ C(x)=0.10 x+1.00 $
B) $ \mathrm{C}(\mathrm{x})=0.10 \mathrm{x}-1.00 $
C) $ C(x)=1.00 x-0.10 $
D) $ C(x)=1.00 x+0.10 $
sing the cab for x minutes.

Question

Write a cost function for the problem. Assume that the relationship is linear.
-A cab company charges a base rate of $1.00 plus 10 cents per minute. Let C(x)be the cost in dollars of u 
A) $ C(x)=0.10 x+1.00 $
B) $ \mathrm{C}(\mathrm{x})=0.10 \mathrm{x}-1.00 $
C) $ C(x)=1.00 x-0.10 $
D) $ C(x)=1.00 x+0.10 $
 sing the cab for x minutes.

Quizplus · Accepted Answer

The cost function $ C(x)=0.10x+1.00 $ correctly represents the cost of using the cab for x minutes, with a base rate of $1.00 plus 10 cents per minute.

Write a Cost Function for the Problem C(x)=0.10x+1.00 C(x)=0.10 x+1.00 C(x)=0.10x+1.00

Write a Cost Function for the Problem $C(x)=0.10 x+1.00$