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# the cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. which equation models the relationship between the total cost to rent, c, and the length of the rental in days, d?

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### James

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## Linear Functions Flashcards

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## Linear Functions

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If f(x) is a linear function, which statement must be true?

Click card to see definition 👆

f(x) has no constant term.

f(x) has no x2-term.

f(x) has no terms with a coefficient other than 1.

f(x) has no x-term. NOT c

Click again to see term 👆

The cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. Which equation models the relationship between the total cost to rent, c, and the length of the rental in days, d?

Click card to see definition 👆

c = (15 + 20)d c = 15d + 20 c = 20d + 15 c = (15 + d)20 C, c= 20d + 15

Click again to see term 👆

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Functions and their graphs

### Terms in this set (10)

If f(x) is a linear function, which statement must be true?

f(x) has no constant term.

f(x) has no x2-term.

f(x) has no terms with a coefficient other than 1.

f(x) has no x-term. NOT c

The cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. Which equation models the relationship between the total cost to rent, c, and the length of the rental in days, d?

c = (15 + 20)d c = 15d + 20 c = 20d + 15 c = (15 + d)20 C, c= 20d + 15

What is the slope of the equation y - 3 = -4(x - 5)?

-4 -3 20 23 A, -4

What is the slope of the equation y = 5/4x - 7/4?

-7 -7/4 5/4 5 C, 5/4

Which equation is represented by the graph below?

y = -2x + 2 y = -1/2x + 2 y = 1/2x +2 y = 2x + 4 B, y = -1/2x +2 One manufacturer boxes screws so that each box weighs the same no matter what size the screws are. The graph shows the amount of allowed weight remaining in a given shipment depending on the number of boxes of screws already included. What does the y-intercept represent in this situation?

the maximum weight allowed in a shipment

the minimum weight of a single box of screws

the minimum number of screws in a single box

the maximum number of single boxes for a shipment

A, the maximum weight allowed in a shipment

Which table shows a linear function?

C, x y -5 -2 -3 0 -1 2 0 3 2 5

If f(x) = 4x + 12 is graphed on a coordinate plane, what is the y-intercept of the graph?

4 8 12 16 C, 12

Which graph represents y = -2x?

B

The graph of a function must be linear if it has what characteristic?

It passes through the origin.

It crosses the x-axis more than once.

It crosses the y-axis exactly once

It has a constant slope.

D, It has a constant slope.

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## The cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. Which equation models the relationship

Correct answer ✅ to the question: The cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. Which equation models the relationship between the total cost Mathematics, 02.06.2021 18:50, jkemail19

## The cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. Which equation models the relationship between the total cost to rent, c, and the length of the rental in days, d? ### Other questions on the subject: Mathematics

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The cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. Which equation models...

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## The cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. Write an equation that models the relationship between the total cost to rent, c, and the length of the rental in days, d.

Answer to: The cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. Write an equation that models the relationship between the total...

Math

## The cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. Write an equation...

The cost to rent skis at a local sporting goods store is \$15 plus \$20 per day. Write an equation... Question:

The cost to rent skis at a local sporting goods store is

\$ 15 \$15 plus \$ 20 \$20 per day.

Write an equation that models the relationship between the total cost to rent,

c c

, and the length of the rental in days,

d d .

## Fixed and Variable Cost

The fixed cost for a service is the cost that does not change irrespective of the usage. The variable cost is directly proportional to the usage per period.

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The fixed cost of renting skis is \$15. The variable cost of renting skis is \$20 per day. Thus, the cost

c c

of renting with respect to days...

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Chapter 8 / Lesson 3

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Word problems can be solved after being translated into linear equations. Learn what a linear equation is and how to use it to solve simple problems, and take a look at some real-world practice problems.

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James 11 day ago

Guys, does anyone know the answer?