Geometry
Measurement
Proportional Reasoning
Graphing/Linear Relations
Solving Equations
100

The value of x in the figure below:


What x = 110o

100

The formula for volume of this shape


What is vcylinder

100

The decimal equivalent of 7%

What is 0.07?

100

John makes $12/hr to clean the cafeteria. What is the rate?

What is $12

100

When 3x + 1 + 2x + 3 are combined

What is 5x +4

200

The value of y in the figure below:


What is y = 53o

200

The height of this triangle


What is h = 9 cm

200


What is k = 12

200

The initial value for the following graph:

<img data-fr-image-pasted="true" src="data:image/png;base64,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

What is $30

200

The expanded form of -5(3x + 7)

What is - 15x - 35

300

The sum of interior angles of a triangle

What is 180o

300

The area of the entire sail below:


What is 36 m2

300

An SUV can travel 600km on 50L of gas. This amount of gas is needed to go 420km.

What is 35L of gas (rounded up)

300


What is $18.75


300

The value of x when 7x = 56

What is x = 8

400

The sum of angles inside a pentagon

What is 540o


400

The area of this trapezoid:


What is 60 m2

400

A bluetooth speaker is $159.99. This is the final price, after 13% HST.

What is $180.79 (rounded up)

400

Direct relationships have this as the initial value

What is 0

400

The value for y when 2y - 5 = 29

What is y = 17

500

The value of x 


What is x = 36o (corresponding)

500

The area of the shaded part only (round to one decimal)


What is 152.9 m2

500

A bluetooth speaker is originally $159.99 and is on sale for 30% off. This is the final price after the discount and 13% HST.

What is $126.55

500

The equation for the following


What is A = 300 - 50n

500

The value for x when 6 + 3x = x - 2

What is -4?