St. Peter the Apostle High School
Mathematics Department
Level 3/3+
Revision Booklet
End of S1
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
1
Whole Numbers 1:
1. Write the following numbers using digits:
a) two hundred and four thousand and fifty (b) a quarter of a million
2. Round the following numbers to the nearest 100:
a) 3809 (b) 18473 (c) 23654 (d) 103977
3. Set out each question below and solve it:
a) 468 + 599 (b) 358 x 10 (c) 532 – 247
d) 6200 ÷ 10 (e) 4536 ÷ 4 (f) 5000 – 2387
g) 654 x 40 (h) 287 ÷ 70 (i) 562 x 40
4. A TV costs £459 and a Blu-ray player costs £137 from
TV World. If you buy both a TV and a blu-ray player
from TV World then you receive a discount of £85.
How much would it cost to buy a TV and Blu-ray player together?
5. The Robson family are having a family reunion in Paris,
travelling by plane. Five people are going on the trip,
3 adults and 2 children.
An adult ticket for the train costs £118 and a child’s costs £76
How much will it cost in total for their tickets?
Package Deal
Save £85
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
2
Whole Numbers 2:
1. Write the following numbers using digits:
a) half a million (b) a quarter of a million
2. Round the following numbers to the nearest 1000:
a) 3899 (b) 18433 (c) 23644 (d) 103777
3. Set out each question below and solve it:
a) 3468 + 5699 (b) 132 x 10 (c) 5326 – 2417
d) 3000 ÷ 10 (e) 4524 ÷ 6 (f) 5000 – 2387
g) 456 x 30 (h) 782 ÷ 20 (i) 4562 x 40
4. A TV costs £859 from TV World.
TV world are doing a special deal on TV’s.
How much would it cost for 6 TV’s?
5. The Robson family are having a family reunion in Paris,
travelling by train. Fifteen people are going on the trip,
13 adults and 2 children.
An adult ticket for the train costs £118 and a child’s costs £76
How much will it cost in total for their train tickets?
TV World
Buy 5 get one
half price
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
3
Decimals 1:
1. Write down the value of each underlined digit below:
a) 2.78 (b) 1.549 (c) 134.59
2. Write down the answers to the following questions:
a) 23.78 x 100 (b) 1167.8 ÷ 1000 (c) 6.786 ÷ 100 (d) 296.78 x 10
3. Round the following to the number of decimal places given in brackets:
a) 4.789 (2) (b) 5.345 (1) (c) 134.597 (2)
4. Set out each question below and solve it:
a) 2.67 x 6 (b) 12.1 x 40 (c) 4.77 ÷ 3 (d) 5.68 ÷ 40
5. Woolies is selling pix & Mix sweets
for £0.70 per kg. If Ted buys 0.5 kg of
sweets from Woolies how much did he pay?
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
4
Decimals 2:
1. Write down the value of each underlined digit below:
a) 2.789 (b) 1.5493 (c) 134.598
2. Write down the answers to the following questions:
a) 234.78 x 100 (b) 11.678 ÷ 1000 (c) 0.6786 ÷ 100 (d) 29.678 x 10
3. Round the following to the number of decimal places given in brackets:
a) 4.789 (2) (b) 5.955 (1) (c) 134.57923 (3)
4. Set out each question below and solve it:
a) 2.67 x 12 (b) 12.1 x 0.04 (c) 4.77 x 0.3 (d) 0.568 ÷ 0.4
5. Woolies is selling pix & Mix sweets
for £0.70 per kg. If Ted buys 0.56 kg of
sweets from Woolies how much did he pay?
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
5
Algebra 1:
1. Copy each of the following and then simplify:
a) 7x – 3x + 2x (b) 9a + 4 – 3a – 1 (c) 7m + 2n + m – n
2. Find the value of the missing letter by solving these equations:
a) 5x = 15 (b) 9t = 45 (c) p + 8 = 17 (d) k – 11 = 8
3. Find the value of the missing letter by solving these equations:
a) 2y – 3 = 1 (b) 6m - 6 = 0 (c) 4x – 9 = 15
d) 7a + 2 = 30 (e) 6p + 2 = 3
4. Bob and four friends buy concert tickets to see 2 Directions.
They have to pay a booking fee of £4.
The total cost is £74. Let x stand for 1 ticket.
a) Make up an equation to represent the information above.
b) Solve the equation in to find the cost of one concert ticket.
5. Set out each question below and solve it:
a) 4.68 + 5.99 (b) 35.8 x 10 (c) 687 – 349
d) 3900 ÷ 100 (e) 45.36 ÷ 4 (f) 9600 – 8732
g) 456 x 30 (h) 2.73 ÷ 70 (i) 365 x 500
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
6
Algebra 2:
1. Copy each of the following and then simplify:
a) 7x + 8y – 3x + 2y (b) 9a + 4 – 3a – 1 (c) 7m + 2n + m – n
2. Find the value of the missing letter by solving these equations:
a) 5x = 15 (b) 9t = 45 (c) p + 8 = 17 (d) k – 11 = 8
3. Find the value of the missing letter by solving these equations:
a) 2y – 3 = 1 (b) 6m - 6 = 0 (c) 4x – 9 = 15
d) 7a + 2 = 30 (e) 6p + 2 = 3
4. Remove the brackets:
a) 2(x – 3) (b) 6(d + 8) (c) 4(k – 9)
d) 3(r – 11) (e) 8(p +15)
5. Remove the brackets:
a) m (n – 8) (b) p (q + 8) (c) a (7 – b)
d) s (s – 11s) (e) y (12 –5y)
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
7
Algebra 3:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
8
Algebra 4:
Algebra 5:
2.
3.
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
9
Fractions 1:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
10
Fractions 2:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
11
Fractions 3:
Simplify all answers and give final answers as mixed fractions if possible.
Do not leave as top heavy fractions.
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
12
Angles 1:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
13
Angles 2:
1.
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
14
Angles 3:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
15
Angles 4:
1.
2.
3.
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
16
Integers 1:
Integers 2:
1. What is the number: a) 3 bigger than -5 (b) 2 smaller than -7
2. Rewrite these integers in order, starting with the SMALLEST: 3, -1, 1, -4, -5, -2
3. a) Joseph had £87 in the bank. He then withdrew £142.
What will the balance be on his account now?
b) The afternoon temperature on a mountain top is recorded at 2°C.
The temperature drops by 14°C at night.
What is the night time temperature?
4. Copy and complete the following:
a) -2 + 7 (b) -8 + 3 (c) -4 + (-3) (d) 3 + (-8)
e) -2 - 9 (f) -7 - (-8) (g) -12 – 19 (h) -24-(-17)
i) 28 - (-13) (j) -2 x 7 (k) 8 x (-7) (l) -4 x (-3)
m) 13 x (-8) (n) -27 ÷ 9 (o) -56 ÷ (-8) (p) -24 x(-5)
5. Copy and simplify the following:
a) 2b – (-7b) (b) -8h – 9h
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
17
Integers 3:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
18
Integers 4:
1. On Wednesday, Lesley had a bank balance of -£78.
On Thursday, she withdrew £37.
On Friday her £345 weekly wage was paid into her account.
What was the new balance on her account on Friday?
2. The temperature in five parts of the world was measured on a specific day. They were:
Sahara Desert: 35°C, New York: 16°C, Glasgow: 7°C, North Pole: -24°C, Moscow: -9°C
a) Put the five places in order starting with the smallest, use the names!
b) How much colder is: i) Moscow than Glasgow? (ii) North Pole than Moscow?
c) Find the average temperature by adding them all up and dividing by 5.
d) What is the difference in temperature between the hottest and coldest place?
3. Copy and complete the following:
a) 13 + (-5) (b) -12 - 17 (c) 5 x (-7) (d) 15 x (-7)
e) -42 ÷ 6 (f) -42 - (-31) (g) -147 ÷ 7 (h) -24 + (-5)
i) -24 x (-5) (j) -18 x 5 (k) -25 x 5 (l) 18 x (-7)
m) 64 ÷ (-8) (n) -27 - 9 (o) -72 - (-3) (p) -354 ÷ 3
q) -2 - (-6) + (-7) (r) (-4 – 6) ÷ (-5) (s) -2 + (-4) x (-6)
4. Copy and simplify the following: a) -8h – (-9h) b) 4f – 9f + (-3f)
5. Copy the following diagram.
Enter the numbers, -2, -1 & 3 into the
CIRCLES so that the squares are the
sums of the 2 circles either side of it;
e.g.
-3 7 4
2
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
19
Speed, Distance & Time 1:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
20
Speed, Distance & Time 2:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
21
Speed, Distance & Time 3:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
22
Speed, Distance & Time 4:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
23
Percentages 1:
1.
2.
3.
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
24
Percentages 2:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
25
Percentages 3:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
26
Length, Area & Volume 1:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
27
Length, Area & Volume 2:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
28
Length, Area & Volume 2 (continued):
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
29
Equations 1:
1.
2.
3.
4.
5.
6.
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
30
Equations 2:
LEVEL 3/3+ SPTA MATHEMATICS DEPARTMENT HOMEWORK BOOKLET
Revision END OF S1
31
Equations 3: