The correct answer is C. C = 5(h - 1) + 12.

Here's why:

The cost of renting a kayak is $12 for the first hour. This is a fixed cost, so it's a constant in our equation.

For each additional hour, the cost is $5. This is a variable cost, depending on the number of hours (h). However, since the first hour is already accounted for in the $12, we need to subtract 1 from the total hours when calculating the additional cost.

So, for h hours, the additional cost is 5 times (h - 1).

Adding the fixed cost and the variable cost gives us the total cost (C), so the equation is C = 5(h - 1) + 12.

Question

The correct answer is C. C = 5(h - 1) + 12.

Here's why:

The cost of renting a kayak is $12 for the first hour. This is a fixed cost, so it's a constant in our equation.

For each additional hour, the cost is $5. This is a variable cost, depending on the number of hours (h). However, since the first hour is already accounted for in the $12, we need to subtract 1 from the total hours when calculating the additional cost.

So, for h hours, the additional cost is 5 times (h - 1).

Adding the fixed cost and the variable cost gives us the total cost (C), so the equation is C = 5(h - 1) + 12.

Knowee AI · Accepted Answer

The correct answer is C. C = 5(h - 1) + 12.

Here's why:

The cost of renting a kayak is $12 for the first hour. This is a fixed cost, so it's a constant in our equation.

For each additional hour, the cost is $5. This is a variable cost, depending on the number of hours (h). However, since the first hour is already accounted for in the $12, we need to subtract 1 from the total hours when calculating the additional cost.

So, for h hours, the additional cost is 5 times (h - 1).

Adding the fixed cost and the variable cost gives us the total cost (C), so the equation is C = 5(h - 1) + 12.

The cost of renting a kayak is $12 for the first hour plus another $5 for each additional hour. Which of the following represents this situation, where C is the total cost of renting a kayak for h hours?A.C = 5h + 12B.C = 17hC.C = 5(h - 1) + 12D.C = 12h + 5SUBMITarrow_backPREVIOUS

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