Transformations
Area
Surface Area and Volume
Angles
Angles in Polygons
Expressions
Solving Equations
Sequences
100
What kind of transformation is shown? 
Reflection
100
Find the area of a rectangle with a length of 12cm and width of 4cm.
48cm2
100
Find the volume of a cuboid with a length of 6cm, width of 4cm and height of 12cm.
288cm3
100
Why are angles 1 and 3 and angles 4 and 2 equal?
Vertical angles
100
What is the formula to find the sum of interior angles?
(n - 2)180
100
Simplify by combining like terms:
3a + 14s - 10a + 7s
-7a + 21s
100
Solve for the unknown.
x/5=3
15
100
What is the term-to-term rule for the following sequence? 4, 6, 8, ...
Start at 4 and add two to each term.
200
What kind of transformation is shown?
Translation
200
Find the area of the following trapezium.
30cm2
200
Find the surface area of a cuboid with a length of 6cm, width of 4cm and height of 12cm.
288cm2
200
What is the measurement of angle E?
108
200
How many sides does a nonagon have?
9
200
If I add the expressions t and t + 1 what will my end result be?
2t + 1
200
6(x + 4) = 13x - 25
x = 7
200
What is the 5th term in the following sequence?
7, 13, 19, ...
31
300
Where is the centre of rotation for the following transformation?
(0,1)
300
Find the area of the triangle.
24cm2
300
Find the volume of the following cube.
27a3cm3
300
Find the missing angle.
140
300
What does it mean if a polygon is regular polygon.
All the sides are the same length and all the interior angles are the same.
300
Dan has four more than six times the amount of cards that Sarah has. write an expression to show the amount of cards that dan has.
If Sarah's cards is represented by s then dans cards would be represented by the following equation.
4 + 6s
300
Solve for the unknown. Simplify your answer.
3(-2x + 4) = 2(x - 5)
2.75 or
11/8
300
What is the position-to-term rule for the following sequence? 5, 9, 13, ...
multiply the position by 4 and add 1.
400
Fully describe the rotation that maps figure A to figure B. 
180 degree rotation around the point (0,1)
400
Find the area of the green portion.
93m2
400
Find the missing length. 
x = 3
400
Find the measurements of angles x and y and give reason for your answer.
x = 123 corresponding angles
y = 70 co-interior angles
400
Find measurement of one interior angle for a regular heptagon. Round your answer to the nearest degree.
129 degrees
400
-x2 + x3 - 14x2 + 15x2 - x3 + 2
2
400
Billy had x amount of pounds, Liam has twice as much money as Billy, and Nicola has three times as much money as Liam. The total amount of money they have is £180. Find how much money Billy has.
£20
400
Find the 30th term for the following sequence.
5, 9, 13, ...
121
500
What is the scale factor and centre of enlargement in the following example?
Scale factor is 2 and the centre of enlargement is (-2, 2)
500
If the area of the following trapezium is 56m2 What is the measurement of the missing side? 
7m
500
Find the volume of the following cuboid.
60cm3
500
105
500
Find the measurement of one exterior angle of a regular dodecagon.
30 degrees
500
If a certain rectangle has length equal to r and its width is 1/8 of its length write and simplify an expression that represents the perimeter of the rectangle.
2 1/4 r
500
Two motorcycles travel toward each other from cities that are about 950 km apart at rates of 100 km/h and 90 km/h. They started at the same time. In how many hours will they meet?
5 hours
500
Teacher Owen is doing a science experiment. He observing the growth of a fungus the original count of the fungus is 3 and the number increases by 3% per hour. How many fungi will there be after 4 hours? Round your answer to the nearest hundredth.
3.38