Edexcel 4MA1 The four operations
62 questions
Also involves
Place value and ordering numbers
Write a number in each box so that each calculation is correct.
(a)
475 =1200
[1]
(b)
180 5760
[1]
(c)(i)
Here are four discs. There is a number on each disc.
Using each disc only once,
write down the smallest number that can be made,
[1]
(c)(ii)
write down the largest even number that can be made.
[1]
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The table shows the land area, in km2 , of each of six US states.
State Land area (km2 ) Arizona 294 207 Florida 138 887 Montana 376 962 New Mexico 314 161 Oregon 248 608 Washington 172 119
(a)
Which one of these six US states has the greatest land area?
[1]
(b)
Write the number 314 161 correct to the nearest hundred.
[1]
(c)
Write down the value of the 4 in the number 294 207
[1]
(d)
Work out the sum of the land area of Oregon and the land area of Washington.
The land area of Vermont is 23 871 km2
[1]
(e)
Write the number 23 871 in words.
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Cho finds this information about the areas, in square kilometres, of some South American countries.
Country Area (square kilometres) Paraguay 406 752 Suriname 163 800 Uruguay 173 626 Venezuela 926 690 Chile 756 100
(a)
Which of these countries has the largest area?
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(b)
Write the number 163 800 in words.
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(c)
Circle the word that describes the value of the 7 in 406 752
7 tenths 7 tens 7 hundreds 7 hundredths 7 thousandths
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(d)
Write the number 173 626 correct to the nearest thousand.
[1]
(e)
Work out the difference between the area of Chile and the area of Uruguay.
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Also involves
Place value and ordering numbers
The table gives the lengths, in metres, of five road tunnels.
(a)
Which of these five tunnels has the greatest length?
[1]
(b)
Write down the value of the 9 in the number 13 972
The length of one of the tunnels, when rounded to the nearest thousand, is 17 000 metres.
[1]
(c)
Write down the name of this tunnel.
[1]
(d)
Write the number 12 940 in words.
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(e)
Work out the total length of the Arlberg tunnel and the Jinpingshan tunnel.
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Also involves
Place value and ordering numbers
The table gives information about the lengths, in kilometres, of the shorelines of seven lakes.
Lake Length of shoreline (km) Nasser 8947 Kentucky 3808 Saimaa 13 600 Volta 4763 Huron 6124 Inari 2758 Superior 4361
(a)
Which of these seven lakes has the longest shoreline?
[1]
(b)
Write the number 6124 in words.
The shoreline of Lake Nasser is longer than the shoreline of Lake Inari.
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(d)
Write down the value of the 6 in the number 4763
Two numbers in the table round to 4000 when written correct to the nearest thousand.
[1]
(e)
Write down these two numbers.
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(a)
Write a number in the box to make the statement correct.
[1]
(c)
Work out the difference between the largest number in the list and the smallest number in the list.
[2]
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The table gives the average January temperatures for five cities.
City Temperature Yinchuan ‒8°C Mumbai 24°C Tallinn ‒3°C Valencia 12°C Saskatoon ‒14°C
Here are the temperatures in °C
‒8 24 ‒3 12 ‒14
(a)
Write these numbers in order of size. Start with the smallest number.
[1]
(b)
Work out the difference between the January temperature in Yinchuan and the January temperature in Valencia.
The January temperature in Winnipeg is 13°C lower than the January temperature in Tallinn.
[1]
(c)
Work out the January temperature in Winnipeg.
The January temperature in Austin is 25°C higher than the January temperature in Saskatoon.
[1]
(d)
Work out the January temperature in Austin.
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Also involves
Forming and solving equations
Marie buys
3 birthday cards at $1.80 each 4 sheets of wrapping paper at $1.20 a sheet 2 identical rolls of sticky tape
The total cost is $17.10
Work out the cost of one roll of sticky tape.
[4]
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(a)
Write these numbers in order of size. Start with the smallest number.
122 5 150 71 39
[1]
(b)
Write these decimals in order of size. Start with the smallest decimal.
0.7 0.074 3.77 0.37 0.13
[1]
(c)
Write in figures the number five thousand and eighty four.
[1]
(d)
Write down the value of the 3 in the number 1324
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The bar chart gives information about the total number of countries in each of five continents.
The total number of countries in Europe is 44
(a)
Draw a bar on the bar chart to show this information.
[1]
(b)
Write down the name of the continent with 23 countries.
[1]
(c)
Which continent has 4 times as many countries as South America?
[1]
(d)
Work out the sum of the total number of countries in Africa and the total number of countries in Oceania.
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The diagram shows part of a number line.
(a)
Write down the number marked with the arrow.
[1]
(b)
On the diagram below, draw an arrow to show a temperature of 240°C
[1]
(c)
Write the number 0.786 correct to 2 decimal places.
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(b)
Find the cube root of 373 248
[1]
(d)
Write one set of brackets in each calculation to make the answer correct.
The table gives information about the weight of sugar produced by each of five countries in one year.
(a)
Write the number 28 149 in words.
[1]
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(b)
Which of these five countries produced the greatest weight of sugar?
[1]
(c)
Write down the value of the 8 in the number 23 787
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(d)
Write the number 15 745 correct to the nearest thousand.
[1]
Also involves
Place value and ordering numbers
The table shows the number of steps Polly walked on each of five days.
Day Number of steps Monday 8 927 Tuesday 11 362 Wednesday 9 653 Thursday 10 980 Friday 6 411
(a)
On which of these days did Polly walk the greatest number of steps?
[1]
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(b)
Write the number 9653 in words.
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(c)
Write the number 8927 correct to the nearest ten.
[1]
(d)
Write down the value of the 9 in the number 10 980
[1]
(e)
Work out the sum of the number of steps Polly walked on Thursday and on Friday.
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Also involves
Place value and ordering numbers
Melanie finds this information about the number of people, in millions, who speak each of five languages as their first language.
Language Number of people (in millions) Spanish 480 Greek 13 Mandarin Chinese 918 Tamil 75 Japanese 128
(a)
Which of these languages is the first language of the greatest number of people?
More people speak Japanese as their first language than speak Greek as their first language.
[1]
(b)
How many more?
The number of people who speak Tamil as their first language is of the number of people who speak Bengali as their first language.
[1]
(c)
Work out the number of people who speak Bengali as their first language.
It is estimated that 861 700 people can speak Welsh.
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Also involves
Place value and ordering numbers
(a)
Write in figures the number seven thousand and fifty four.
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(b)
Write the number 78 263 correct to the nearest 100
[1]
(c)
Write down the value of the 7 in the number 673 000
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(d)
Write a number in the box to make the calculation correct.
[1]
(e)
Write a number in the box to make the calculation correct.
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Peter owns boarding kennels for dogs.
The pictogram shows information about the number of dogs that were at the kennels each day from Monday to Thursday last week.
(a)
How many dogs were at the kennels on Monday?
18 dogs were at the kennels on Friday.
[1]
(b)
Show this information on the pictogram.
[1]
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(c)
Peter gave each dog 2 biscuits each day.
Work out the total number of biscuits that Peter gave the dogs during the five days from Monday to Friday last week.
[2]
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15Finn is asked to find the value of 5 + 32 + 12
Here is his working and his answer.
5 + 32 + 12 = 82 + 12 = 64 + 12 = 76
Finn’s answer is wrong.
(a)
Explain what Finn has done wrong in his working.
[1]
(b)
Write one pair of brackets in this calculation so that the answer is correct.
[1]
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(c)
Work out the value of x 2 + 5y when x = –3 and y = 2
[2]
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Here is a list of numbers.
2 8 14 15 16 18 20
From this list, write down
(e)
two numbers with a sum of 26
[1]
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The table gives information about six plays written by William Shakespeare.
Play Number of words Year written The Taming of the Shrew 21 055 1592 Henry V 26 119 1599 Hamlet 30 557 1602 Macbeth 17 121 1606 Julius Caesar 19 703 1599 King John 20 772 1596
(a)
Which of these six plays has the greatest number of words?
Two of these six plays were written in the same year.
[1]
(b)
Write down the name of each of these plays.
The play Othello has 9329 more words in it than the play Macbeth.
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(c)
Work out the number of words in the play Othello.
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(d)
Write the number 21 055 in words.
[1]
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Also involves
Converting between units
Luca has 5 kg of chopped tomatoes. He also has some empty tins.
When full, each tin holds 350 g of chopped tomatoes.
Luca fills as many tins as possible with the chopped tomatoes.
Work out the weight of the chopped tomatoes remaining after Luca has filled as many tins as possible. Give the units of your answer.
[4]
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Zoya buys a book and some pencils.
The book costs £6.90 Each pencil costs £0.55
Zoya has a total of £15 to spend on the book and the pencils. She buys as many pencils as she can.
Work out how many pencils she buys.
[3]
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Sandeep sells 600 tickets for an event. He receives a total of $7200 from selling the tickets. of the tickets sold are child tickets. The rest of the tickets sold are adult tickets.
The cost of an adult ticket is $13.60
Work out the cost of a child ticket.
[4]
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(a)
Write these numbers in order of size. Start with the smallest number.
171 490 84 105 233
[1]
(b)
Write in figures the number five thousand, one hundred and two.
[1]
(c)
Write down the value of the 3 in the number 7439
[1]
(d)
Write the number 651 correct to the nearest hundred.
[1]
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Also involves
Place value and ordering numbers
Here are four cards. Each card has a number on it.
These four cards are arranged to make the number 5763
(a)
Arrange the four cards to make the smallest possible number.
[1]
(b)
Arrange the four cards to make the largest possible even number.
[1]
(c)
Arrange two of the cards to make a prime number.
[1]
(d)
Arrange two of the cards to make a multiple of 8
[1]
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The pictogram shows information about the total weight of potatoes grown last year in each of five countries.
The pictogram shows one country where the total weight of potatoes grown last year was 20 million tonnes.
(a)
Which country?
Last year, the weight of potatoes grown in The Netherlands was 6 million tonnes.
[1]
(b)
Show this information on the pictogram.
[1]
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(c)
Work out the total weight of potatoes grown in Germany and in France last year.
[2]
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Nav found the following table that shows the age, in years, of each of seven cities.
City Age (years) Cadiz 3124 Suzhou 2534 Jenin 4469 Istanbul 2704 Nanjing 2516 Gaziantep 5669 Alexandria 2351
(a)
Write down the name of the city with the greatest age.
[1]
(b)
Write the number 2534 in words.
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(c)
Write the number 2351 correct to the nearest ten.
[1]
(d)
Work out the difference between the age of Cadiz and the age of Nanjing.
A millennium is 1000 years.
[1]
(e)
What is the age of Jenin in whole millenniums?
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Here is a list of numbers.
3 6 7 8 11 25 27
(a)
From the numbers in the list, write down
(b)
Use brackets to make the statement correct. You may use more than one pair of brackets in the statement.
[1]
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Sandeep buys some flowers. He has 5000 rupees to spend.
He buys 6 carnations at 220 rupees each. He also buys some roses at 295 rupees each.
Sandeep should receive 140 rupees in change from his 5000 rupees.
Work out how many roses Sandeep buys.
[4]
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(a)
Write these numbers in order of size. Start with the smallest number.
202 58 123 7 180
[1]
(b)
Write these numbers in order of size. Start with the smallest number.
0.155 1.5 0.15 0.015 1.15
[1]
(c)
Write in figures the number five thousand two hundred and three.
[1]
(d)
Write down the value of the 6 in the number 2468
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(a)
From the numbers in the box, write down
(a)(iii)
a prime number
Here are four cards. Each card has a number on it. The four cards are arranged to make the number 7358
[1]
(b)(i)
Show how the four cards can be arranged to make the smallest number using all four cards.
[1]
(b)(ii)
Show how the four cards can be arranged to make a correct calculation below.
[1]
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The table shows the average annual rainfall, in mm, for each of five countries.
Country Average annual rainfall (mm) Colombia 3240 Jamaica 2051 Brazil 1761 Japan 1668 France 867
(a)
Write the number 2051 in words.
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(b)
Write the number 1668 correct to the nearest hundred.
The average annual rainfall for Colombia is more than the average annual rainfall for Brazil.
[1]
(c)
How much more?
The average annual rainfall for Nigeria was 283 mm more than the average annual rainfall for France.
[1]
(d)
Work out the average annual rainfall for Nigeria.
[1]
Also involves
Converting between units
(a)
Change 6 metres into centimetres.
[1]
(b)
Change 4500 grams into kilograms.
Lauren has 3 litres of fruit juice. She is going to use the fruit juice to make some drinks for a party. Each cup of drink will contain 225 millilitres of fruit juice.
Lauren is going to make as many cups of drink as possible.
[1]
(c)
Work out how much fruit juice Lauren has left when she has made as many cups of drink as possible. Give your answer in millilitres.
[4]
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Angelina buys 3 packets of seeds at $2.45 each packet 2 bags of compost at $6.20 each bag and 4 plant pots
Each plant pot costs the same amount of money.
Angelina paid a total of $34.35 for the seeds, compost and plant pots.
Work out the cost of each plant pot.
[4]
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Also involves
Converting between units
Mairi has a 2 metre length of string. She cuts from the string as many lengths of 35 centimetres as possible.
Work out the length of string that she has left. Give your answer in centimetres.
[3]
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Also involves
Place value and ordering numbers
The table gives the total area of forest in each of six countries.
Country Area of forest (km2 ) South Africa 92 410 Denmark 5871 El Salvador 2870 Bahamas 5150 Jamaica 3371 Syria 4910
(a)
Which of these six countries has the least total area of forest?
[1]
(b)
Write down the value of the 4 in 92 410
Two of the six countries each have a total area of forest of 5000 km2 when rounded to the nearest thousand.
[1]
(c)
Write down the name of the two countries.
[1]
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(d)
Write the number 3371 in words.
[1]
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The table shows the average number of spectators per match, for each of six Spanish football teams, in one season.
Team Average number of spectators per match Real Betis 46 393 Valencia 38699 Barcelona 65731 Athletic Bilbao 37378 Sevilla 33069 Real Madrid 65027
(a)
Which team had the lowest average number of spectators per match?
[1]
(b)
Write the number 65 731 correct to the nearest thousand.
[1]
(c)
Write down the value of the 6 in the number 38 699
In one match, Sevilla played Valencia. In the match, Sevilla had 8 shots on target and Valencia had 12 shots on target.
[1]
(d)
Write the ratio 8:12 in its simplest form.
In the same match, Valencia had 72% possession of the ball.
[1]
(e)
Write 72% as a fraction in its simplest form.
[2]
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The table shows the height, in metres, of each of seven volcanoes.
Volcano Height (metres) Acamarachi 6046 Bazman 3490 Dona Juana 4150 Kamen 4585 Mount Ararat 5137 Ojos del Salado 6893 Semeru 3676
(a)
Which of these volcanoes has the greatest height?
[1]
(b)
Write down the value of the 8 in the number 4585
[1]
(c)
Write the number 6046 in words.
[1]
(d)
Write the number 5137 correct to the nearest hundred.
[1]
(e)
Work out the difference in the height of the Acamarachi volcano and the height of the Semeru volcano.
[1]
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The table shows the heights, in metres, of five mountains.
Mountain Height (metres) Aconcagua 6961 Makalu 8485 Kilimanjaro 5895 Mont Blanc 4810 Puncak Jaya 4884
(a)
Which of these mountains has the greatest height?
[1]
(b)
Write the number 5895 in words.
[1]
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(c)
Write down the value of the 8 in 4810
[1]
(d)
Work out the difference between the height of Aconcagua and the height of Puncak Jaya.
[1]
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Iwan is going to buy the following items
1 plant pot at £8 3 bags of soil at £4.50 for each bag some packets of seeds at £1.10 for each packet.
Iwan has a total of £30 to spend on these items. He buys as many packets of seeds as he can.
Work out how much change Iwan should receive.
[4]
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In Koko’s shop
5 chocolate bars cost $5.75
2 chocolate bars and 3 packets of sweets cost $7.85
Work out the cost of one packet of sweets.
[3]
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(a)
On the number line, show the inequality –2 y < 1
–3 –2 –1 0 1 2 3
[2]
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(b)
n is an integer.
Write down all the values of n that satisfy –3.4 n ≤ 2
[2]
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Here is a list of numbers in a box.
From the numbers in the list, write down
(e)
two numbers whose sum is 84
[1]
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The temperature in New York is –2 C
At the same time, the temperature in Rabat is 16 C higher than the temperature in New York.
(a)
Work out the temperature in Rabat.
Also, at the same time, the temperature in Helsinki is 17 C lower than the temperature in New York.
[1]
(b)
Work out the temperature in Helsinki.
[1]
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Also involves
Converting between units
Paolo has a bag of flour. The flour in the bag has a weight of 3 kilograms.
Paolo makes 8 pies using the flour in the bag.
3 of the pies each need 150 grams of the flour. 5 of the pies each need 180 grams of the flour.
Work out the weight of flour that remains in the bag when Paolo has made these pies. Give your answer in grams.
[3]
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The table gives information about the amount of crude oil, in barrels, produced per day by each of six countries in 2015
Country Crude oil produced per day (number of barrels) Australia 322 300 Congo 269 000 Gabon 213 300 South Sudan 220 000 Thailand 248 200 Vietnam 333 400
(a)
Write down the name of the country that produced the least number of barrels of crude oil.
[1]
(b)
Work out the difference between the number of barrels of crude oil produced by Vietnam and the number of barrels of crude oil produced by Australia.
Thailand produced 248 200 barrels of crude oil.
[1]
(c)
Write 248 200 correct to the nearest thousand.
[1]
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Matt buys a notebook and some pencils.
The notebook costs $2.35 Each pencil costs $0.74
Matt has a total of $20 to spend on the notebook and the pencils. He buys the greatest number of pencils that he can.
Work out how many pencils he buys.
[3]
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Pavel asked 60 people at an airport where they came from. All of the 60 people came from Europe or Africa or Asia.
9 people came from Africa. 14 females came from Europe. 3 males came from Africa. 16 of the 29 males came from Asia.
Using this information, complete the two-way table.
[4]
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The table shows the depth of six ocean trenches.
Trench Depth (metres) Diamantina 8047 Eurasian Basin 4437 Philippine 10 540 Puerto Rico 8594 South Sandwich 8458 Tonga 10 882
(a)
Which of these trenches has the greatest depth?
[1]
(b)
Write down the value of the 5 in the number 8594
[1]
(c)
Write the number 4437 in words.
When written correct to the nearest hundred, one of the numbers in the table is 8500
[1]
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(d)
What is this number?
The Mariana Trench is 2864 metres deeper than the Diamantina Trench.
[1]
(e)
Work out the depth of the Mariana Trench.
[2]
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There are 32 children in a nursery.
Sandeep buys 5 boxes of balloons. There are 25 balloons in each box.
Sandeep shares the balloons equally between the 32 children so that each child gets as many balloons as possible.
Work out the number of balloons that are not shared between the 32 children.
[4]
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Andreas, Isla and Paulo share some money in the ratios 3: 2: 5
The total amount of money that Isla and Paulo receive is £76 more than the amount of money that Andreas receives.
Andreas buys a video game for £48.50 with some of his share of the money.
Work out how much money Andreas has left from his share of the money when he has bought the video game.
[4]
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The table shows the land area, in km2 , of each of six African countries.
Country Land area (km2 ) Botswana 566 730 Kenya 569 140 Namibia 823 290 Somalia 627 340 Tanzania 885 800 Zambia 743 390
(a)
Write down the name of the country with the greatest land area.
[1]
(b)
Write 823 290 correct to the nearest thousand.
[1]
(c)
Work out the difference between the land area of Botswana and the land area of Kenya.
The land area of the Gambia is 10 120 km2
[1]
(d)
Write the number 10 120 in words.
[1]
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(a)
Write down the largest possible four digit number using all the digits that are in the box.
From the numbers in the circle, write down
[1]
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Mike is going to buy
1 hammer at £6 2 boxes of nails at £3.50 for each box 4 pieces of wood at £4.20 for each piece some pairs of gloves at £1.80 for each pair
Mike has £40 to spend in total on these items. He wants to buy as many pairs of gloves as he can.
Work out the greatest number of pairs of gloves that Mike can buy.
[4]
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(a)
Write in figures the number seventy thousand, two hundred and sixteen.
[1]
(b)
Write down a common factor of 20 and 30
[1]
(c)
Write down a square number that is between 20 and 40
[1]
(d)
Find the cube root of 3375
[1]
(e)
Write brackets in the following calculation so that the answer is correct.
42 – 6 ÷ 6 – 3 = 40
[1]
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In the diagram, A , B , C and D are points on a straight line.
AB = 30 cm AC = 96 cm BC = 3CD
Work out the length of AD .
[3]
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(a)
Complete the number machine by writing the correct output on the dotted line.
[1]
(b)
Complete the number machine by writing the correct input on the dotted line.
[2]
(c)
Here is an incomplete number machine.
Complete the number machine.
[1]
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Here are five mathematical signs
(a)
Write one of these five signs in each box so that each of these statements is true.
(b)
The table gives information about the boiling points and the freezing points of some elements.
Element Chlorine Mercury Neon Oxygen Boiling point (°C) –35 357 –246 –183 Freezing point (°C) –101 –39 –249 –218
Which of these elements has the lowest boiling point?
[1]
(c)
Which of these elements has the largest difference in temperature between its boiling point and its freezing point?
Dr Strauss is going to cool chlorine from its boiling point to its freezing point. He knows that it will take 2 minutes for the temperature of the chlorine to go down 10 C.
[1]
(d)
Work out how long it will take the chlorine to cool from its boiling point to its freezing point?
[2]
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The table gives the surface areas, in square kilometres, of six lakes in Africa.
Lake Surface area (square kilometres) Albert 5299 Malawi 29 500 Mweru 5120 Tanganyika 32 600 Turkana 6405 Victoria 68 879
(a)
Which of these lakes has the least surface area?
[1]
(b)
Write the number 6405 in words.
[1]
(c)
Write the number 68 879 correct to the nearest thousand.
[1]
(d)
Sammy says that the surface area of Lake Malawi is about 5 times the surface area of Lake Albert.
Is Sammy correct? Give a reason for your answer.
[2]
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Also involves
Place value and ordering numbers
Here are four discs. Each disc has a number on it.
These four discs are arranged to make the number 3854
(a)
Arrange the four discs to make the largest possible number.
[1]
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(b)
Arrange the four discs to make a multiple of 5
[1]
(c)
Arrange the four discs to make the smallest possible odd number.
[1]
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Also involves
Place value and ordering numbers
(a)
Write 1782 correct to the nearest hundred.
[1]
(b)
Write the number thirty two thousand and forty five in figures.
[1]
(c)
Billy works out the answer to 2 + 5 7 He says that the answer is 49
Billy is not correct as the answer should be 37
Explain what Billy has done wrong.
[1]
Reveal mark scheme
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(d)
Chen says,
“A prime number added to an even number always gives an odd number.”
Give an example to show that Chen is not correct.
[1]
Reveal mark scheme
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Also involves
Forming and solving equations
3 kg of carrots cost £1.35 5 kg of carrots and 2 kg of potatoes cost a total of £4.15
Find the cost of 1 kg of potatoes.
[3]
Reveal mark scheme
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