Font size
WorksheetsYear End Review
Total questions: 84
Worksheet time: 7hrs 0mins
Select all figures that are a scaled copy of the original figure.
Figure 1
Figure 2
Figure 3
Figure 4
Find the area of the triangle.
60
30
12
6
What is the scale factor from S to M?
2
4
21
41
What is the scale factor from M to S?
2
4
21
41
Here is a recipe for orangey-pineapple juice, along with four other recipes.
Select the recipes that taste the same as the original.
Recipe 1
Recipe 2
Recipe 3
Recipe 4
Write an equation that represents the relationship.
2s = 8P
s = 4P
P = 4s
P = 1/4s
A performer expects to sell 5000 tickets for an upcoming concert.
They plan to make a total of $311,000 in sales from these tickets.
Assume that all tickets have the same price.
What is the price for one ticket?
$62.20
$74.25
$88.20
$78
Find the value of s when r is 4.
s=3.2r+5
(a)
Arturo earns $33 for babysitting 4 hours.
At this rate, how much will he earn if he babysits for 7 hours?
$8.25
$57.75
$59
$18.25
Write an equation that represents the relationship between C, the total cost of the subscription, and m, the number of months.
47.94C = 6m
C = 7.99m
m = 7.99C
C = 0.125m
Find the circumference of the circle.
8π
16π
4π
12π
Find the area of the circle.
8π
16π
4π
12π
Find the area of the circle.
706.9
94.2
47.1
60
Find the circumference of the circle.
706.9
94.2
47.1
60
Select the expression that represents an 8% increase compared to x.
0.08x
1.08x
0.92x
x + 8x
The temperature was -13℉ and then fell 5 degrees.
What was the final temperature?
8
18
-8
-18
A negative + negative = negative
Always
Sometimes
Never
A negative + positive = negative
Always
Sometimes
Never
Negative - Positive = Negative
Always
Sometimes
Never
Negative - Negative = Negative
Always
Sometimes
Never
Positive - Negative = Negative
Always
Sometimes
Never
Positive ⋅ Positive = Negative
Always
Sometimes
Never
Positive ⋅ Negative = Negative
Always
Sometimes
Never
Negative ⋅ Negative = Negative
Always
Sometimes
Never
Negative ÷ Negative = Negative
Always
Sometimes
Never
Find the value of a.
(a)
Write an equation that matches the diagram.
5x + 1 = 20
6x = 20
5 + x + 1 = 20
15 = x
Write an equation to match the diagram
5(x+1)=20
5x + 5 =20
10x=20
5x=10
Write an equation that represents the hanger diagram.
9=3x+2
9=3(x+2)
3 = 3x +6
9=9x
Find the value of x
1
0.5
2
1.5
Write an equation that matches the tape diagram.
2x=17
5(x+2)=17
5x+2=17
7x=17
Fill in the blank.
100
-100
0
1x
Fill in the blank.
-9
-15
-36
-4
Fill in the blank.
75
65
55
650
Which expression is equivalent to 4(a+−5) ?
-20 + 4a
20 - 4a
5 - 4a
-5 + 4a
Fill in the blank to make them equivalent.
-16x
4x
-4x
16x
Fill in the blank to make the equation true.
9x
4x + 5
15x - 6
9x-5
Which inequality matches this graph?
x>10
x<10
x≥10
x≤10
Which inequality matches this graph?
x>−5
x<−5
x≥−5
x≤−5
Estimate the angle measure
90°
80°
120°
45°
Determine the angle of ONE pinwheel length.
30°
45°
60°
75°
Determine the angle of one pinwheel section.
30°
20°
40°
15°
Which equation represents the diagram?
88 + b = 90
88 + 2b = 180
88 + b = 180
88 + 2b = 90
b and c are...
Vertical Angles
Supplementary Angles
Complementary Angles
Find the value of angle b
42°
138°
148°
48°
48°
Find the value of angle c
42°
138°
148°
48°
48°
Select an equation that matches the diagram.
b = c
a + c = 90
30 + b = 180
a + b = 90
Find the value of b
30°
60°
150°
90°
Find the value of c
30°
60°
150°
90°
Change 0.527 into a percent
527%
52.7%
5.27%
0.527%
Change 3.5% into a decimal
0.35
0.035
0.0035
3.5
Change 0.06 into a percent
6%
60%
600%
0.6%
Change 0.1 into a percent.
1%
10%
0.1%
0.01%
A DVD has a diameter of 15 millimeters. Which equation would help you determine the circumference?
c = 15π
C = 2π15
c = 15 ÷ π
c = 15 + π
The graph below shows the amount of money Johnny saved $168 for 12 months. Which equation would help determine Johnny’s balance,b, for a certain number of months, m?
b = 7.14m
168d = 12m
b = 1/14m
b = 14m
Write an equation for this relationship. Use x for days and y for dollars
y = 10.99x
x = 21.98y
x = 10.99y
y = 21.98x
What shape is the base of this prism?
triangle
rectangle
square
prism
What is the area of the base of this prism?
216 square cm
108 square cm
54 square cm
1944 square cm
What is the height of this prism?
12 cm
18 cm
9 cm
Not enough information
Area is always measured in...
Square units
Cubic units
cm
units
Volume is always measured in ...
Square units
Units
Feet
Cubic Units
What is the height of the following triangular prism?
2 in
6 in
9 in
12 in
What is the area of the base of this prism?
48 in2
24 in2
66 in2
110 in2
What is the volume of this prism?
528 in3
480 in3
264 in3
240 in3
How many faces are on this trapezoidal prism?
4
6
8
5
What shape can not be created with a cross section?
Triangle
Rectangle
Pentagon
Octagon
What shape is the base of this prism?
Rectangle
Trapezoid
Triangle
Pentagon
What is the height of this prism?
8 cm
10 cm
6 cm
Not enough information
Which image shows the base shaded red?
Upper left
Upper right
Lower left
Lower right
Find the surface area of the figure.
490
594
542
819
