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Title
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Date:
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Constructing angle and line bisectors
Name:
Bisect the angle and draw the perpendicular bisector of the line.
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Date:
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Constructing line bisectors 2
Name:
Date:
Construct the perpendicular bisector of
points A and B.
Construct a line that passes through the
point F, and is perpendicular to the line XY.
A
X
B
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F
Y
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Division by whole numbers
Name:
Date:
598 ÷ 7
How I feel about this work:
2735 ÷ 8
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Multiplication of decimals
Name:
Date:
0.06 x 0.4
How I feel about this work:
73.8 x 6.5
Percentage change and repeated percentage change Exit ticket
Name:
If you increase an amount by 10%, then decrease
the new amount by 10%, what is the percentage
change?
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Date:
Bill deposits £175 in a bank which pays
compound interest at 4.5% p.a. How much
will be in the account at the end of 12 years
assuming that he adds no more money, and
takes none out?
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Repeated percentage change 2
Name:
Margaret is getting old and she is losing 1%
of her height each year. If she starts at
160cm tall, how much height will she have
lost after 5 years?
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Date:
Andy deposits £275 in a bank which pays
compound interest at 3.5% p.a. How long
will it take for his money to double?
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Reverse percentage
Name:
A bike is reduced in a sale by 15% to
£510. What was its original value?
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Date:
A house is reduced in price by 6.4% in order
to achieve a quick sale. The house sells for
£220,000. What was the original asking
price for the house?
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Calculations
Name:
1) Find the complements in 1 for:
a) 0.67
b) 0.04
Date:
5) Fill in the missing number
a) 5 x 0.4 = _____
2) Double these numbers
a) 87
b) 6.135
3) Halve these numbers
a) 5.3
b) 0.564
b) 8 x 0.06 = ______
c) ___ x 0.4 = 1.2
d) 12 x ___ = 9.6
4) Put > or < in the spaces to make the
calculations correct
a) 62 ÷ √144 …….. 14 ÷ 4
b) 5 x 32 …….. 72 - √25
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Long division
Name:
Date:
39504 ÷ 4
How I feel about this work:
6840 ÷ 15
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Ratio 1
Name:
1) Write the ratio of boys to girls in a
class of 30 if there are 17 girls.
Date:
3) In this diagram write down the ratio
of grey squares to white squares
2) Simplify the ratio 15:10
4) If £12 is shared between two people
in the ratio 2:1 how much does each
person get?
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Area of triangles, parallelograms and trapeziums
Name:
Calculate the area of each of these shapes:
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Date:
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Surface area of cylinders
Name:
Date:
A chocolate box has a cross section of a semicircle of radius 4cm. The height of the box is
17cm. Calculate the surface area of the box. Give your answer to 2dp if necessary.
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Area of triangles
Name:
Date:
Calculate the area of this triangle
7cm
6cm
4cm
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Angle geometry
Name:
Date:
Find the three missing angles.
Show your working / give reasons.
a)
c
b)
115⁰
a
b
How I feel about this work:
C)
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Increasing and decreasing by percentages
Name:
A jacket cost £75, but is reduced
by 10% in a sale. What is its new
price?
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Date:
A population of mice increases by
115% in two months. There were
60 mice to start with. How many
are there now?
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Mean average 1
Name:
Date:
Helen needs an average mark of 70 over four modules in order to pass her
exam. Her current marks are 78, 56 and 64. What is the minimum mark
she must get in her final module in order to pass?
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Simultaneous equations
Name:
Date:
Solve these simultaneous equations using an algebraic method:
3a + 2b = 16 and 5a – b = 18?
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Linear equations 1
Name:
Solve: 2(n + 12) = 2(n + 9) + 6
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Date:
7 x  15
x
4
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Linear equations 2
Name:
Solve:
Date:
14 – x = 3x - 2
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Linear equations 3
Name:
Solve:
Date:
2(n + 12) = 2(n + 9) + 6
How I feel about this work:
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Linear equations 4
Name:
Solve:
Date:
3(x – 2) – 4(2x – 3) = 2(3x –1) – 3(3x + 1) + 3
How I feel about this work:
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Linear equations 5
Name:
Solve:
Date:
5(x + 7) – 2(2x – 6) = 4(6x –5) – 3(4x + 1) + 15
How I feel about this work:
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Algebra skills 1
Name:
Date:
Simplify the following:
Expand and simplify these brackets
1) 2b + 5a + 3b – a
1) 2(x + 4)
2) 3a x 2b
2) 3(2x – 1)
3) a x 2a
3) 5(3x + 2) + 3(4x – 1)
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Expanding and simplifying single brackets
Name:
Date:
Expand and simplify these brackets
1) 2(x + 4)
2) 3x(2x – 1)
How I feel about this work:
3) 5(3x + 2) + 3(4x – 1)