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Worksheets

Function Applications (y=mx) CORRECTED

Total questions: 10

Worksheet time: 16mins

Name
Class
Date
1.

The Best Cell Phone company charges a monthly fee of $78 per month. Which equation represents the situation?

a)

y=78xy=\frac{78}{x}

b)

y=x78y=\frac{x}{78}

c)

y=78xy=78x

d)

xy=78xy=78

2.

The local library charges a $0.35 late fee for each day that a library book is overdue.


Write this situation as an equation in the form y=mx

(no spaces)

(a)  

3.

In science class students are tracking plant growth. If a seed grows at a constant rate of 7cm per week, which equation could the class use to graph the plant growth each week?

a)

x=7yx=7y

b)

y=7xy=7x

c)

x=7yx=\frac{7}{y}

d)

y=7xy=\frac{7}{x}

4.

Quinn is making pancakes. She can make 15 pancakes with 3/4 cup of milk.


Express this as an equation in the form y=mx where the milk is represented by x and the pancakes are represented by y.


Select the slope AND the equation.

a)

m=20m=20

b)

m=120m=\frac{1}{20}

c)

y=20xy=20x

d)

y=454xy=\frac{45}{4}x

e)

y=120xy=\frac{1}{20}x

5.

Jason earns $18 per hour.


Write an equation in the form y=mx for this situation.

(no spaces)

(a)  

6.

On a map, 3 centimeters represents 15 miles.


Express this as an equation in the form y=mx where the centimeters are represented by x and the miles are represented by y.


(HINT - find the slope first)

a)

y=5xy=5x

b)

y=15xy=\frac{1}{5}x

c)

y=45xy=45x

d)

y=18xy=18x

7.

Varun counted ten seconds between lightening strikes and thunder, which meant the lightening was about 2 miles away.


Which equation could Varun use to graph the time (x) and distance (y)?

a)

y=5xy=5x

b)

y=15xy=\frac{1}{5}x

c)

y=20xy=20x

d)

y=120xy=\frac{1}{20}x

8.

A washing machine uses 65 gallons of water to wash 5 loads of laundry.


Express this as an equation in the form y=mx where the gallons are represented by y and the loads are represented by x.


Choose both the SLOPE and the equation.

a)

m=13m=13

b)

m=113m=\frac{1}{13}

c)

y=13xy=13x

d)

y=113xy=\frac{1}{13}x

e)

y=65xy=65x

9.

Jacob bought 4 candy bars for $5.

Write an equation where x represents the candy bars and y represents the cost (money).


HINT - find the slope first!

a)

 y=4xy=4x  

b)

 y=5xy=5x  

c)

 y=1.25xy=1.25x  

d)

 y=0.8xy=0.8x  

10.

Maria and three friends went to the movies. The tickets cost $8 per person.


Write an equation in the form y=mx for the situation.

(no spaces)

(a)