Kenya Primary School Mathematics Grade 6 Past Paper PDF

Summary

This is a mathematics past paper for grade 6 students in Kenya from 2022. The paper contains 30 questions covering various Mathematics topics. The paper is suitable for students preparing for the Kenya Primary School Education Assessment exams.

Full Transcript

THE KENYA NATIONAL EXAMINATIONS COUNCIL Kenya Primary School Education Assessment MATHEMATICS Grade 6 1 hour 20 minute...

THE KENYA NATIONAL EXAMINATIONS COUNCIL Kenya Primary School Education Assessment MATHEMATICS Grade 6 1 hour 20 minutes INSTRUCTIONS TO CANDIDATES (Please read these instructions carefully) 1. You have been given this question booklet and a separate answer sheet. The question booklet contains 30 questions. 2. Do any necessary rough work in this booklet. 3. When you have chosen your answer, mark it on the ANSWER SHEET, not in this question booklet. HOW TO USE THE ANSWER SHEET 4. Use an ordinary pencil. 5. Confirm that the answer sheet that you have been provided with has the following: YOUR ASSESSMENT NUMBER YOUR NAME NAME OF YOUR SCHOOL NAME OF SUBJECT 6. Do not make any marks outside the boxes. 7. Keep the sheet as clean as possible and do not fold it. 8. For each of the questions 1 – 30, four choices are given. The choices are lettered A, B, C and D. In each case, only ONE of the four choices is correct. Choose the correct answer from the choices. 9. On the answer sheet, the correct answer is to be shown by drawing a dark line inside the box in which the letter you have chosen is written. Example In the Question Booklet: 11. Work out 2 × 18 + 7 A. 252 B. 50 C. 43 D 27 The correct answer is C (43). On the Answer Sheet: In the set of boxes numbered 11, draw a dark line inside the box with the letter C printed in it as indicated below. 11 [A] [B] [C] [D] 10. Your dark line MUST be within the box. 11. For each question, ONLY ONE box is to be marked in each set of four boxes. This question paper consists of 11 printed pages © 2022 The Kenya National Examinations Council 1. There were sixty five thousand and fifty people who Working Space attended an agricultural show. What is the number of people in symbols? A. 60550 B. 65550 C. 60505 D. 65050 2. At the beginning of the year, there were 1204 learners in a school. By the end of the year, 132 learners left the school. At the beginning of the following year, 214 joined the school. How many learners are there in the school now? A. 1550 B. 1286 C. 1122 D. 858 3. A teacher displayed the following number cards to the learners. 24362 24362 52628 A learner rounded off each number in the cards to the nearest hundreds. What was the sum of the rounded numbers? A. 76990 B. 77000 C. 77010 D. 77100 4. A factory produced 7435 pieces of soap. The workers packed 1263 pieces of the soap. How many pieces of soap were not packed? A. 6172 B. 6232 C. 6272 D. 8698 2 5. A lorry carried 452 cartons of books. Each carton had Working Space 24 books. How many books did the lorry carry altogether? A. 11848 B. 10848 C. 9648 D. 2712 6. Work out 64 ÷ 4 × 2 + 8 A. 160 B. 40 C. 16 D. 4 7. Musa divided his piece of land as shown. ! Maize covered " of the piece of land while beans # covered $ of the piece of land. What fraction of the land was left for grazing? A. # " B. % $ C. & $ D. ' $ 3 # " ! Working Space 8. Arrange the fractions " , % , # from the smallest to the largest. Which one of the following is the correct arrangement? A. ! " # # , % , " B. # ! " " , # , % C. " ! # % , # , " D. ! # " # , " , % 9. A trader arranged her green grocery for sale as shown. What portion was covered by cabbages, tomatoes and onions? A. 0.825 B. 0.700 C. 0.575 D. 0.175 10. Arrange the following decimals 0.75, 1.25, 0.8, 1.135 from the largest to the smallest. Which one of the following is the correct arrangement? A. 0.75, 0.8, 1.135, 1.25 B. 0.75, 1.135, 1.25, 0.8 C. 1.135, 1.25, 0.8, 0.75 D. 1.25, 1.135, 0.8, 0.75 4 11. The track shown measures 21 m 45 cm. Working Space Neema ran on the track three times. What distance did she cover? A. 7 m 15 cm B. 42 m 90 cm C. 64 m 35 cm D. 128 m 70 cm 12. A block of wood is 3 metres long. What is the length of the block of wood in centimetres? A. 30 B. 300 C. 3000 D. 30000 13. Find the perimeter of the shape shown. A. 20 cm B. 25 cm C. 30 cm D. 35 cm 5 14. The figure shows a rectangle divided into unit squares. Working Space What is the area of the rectangle? A. 35 B. 20 C. 12 D. 5 15. Patel had a sh 1000 note. He changed the money into different denominations. Which one of the following represents the correct change? A. sh 500 + sh 200 + sh 100 + sh 50 + sh 50 B. sh 200 + sh 200 + sh 200 + sh 200 + sh 100 + sh 50 C. sh 500 + sh 200 + sh 100 + sh 100 + sh 50 D. sh 500 + sh 200 + sh 200 + sh 100 16. A construction worker bought 175 kg of cement, 473 kg of sand and 282 kg of ballast. What is the total mass of the materials bought? A. 930 kg B. 755 kg C. 648 kg D. 457 kg 17. What is the next missing number in the pattern? 10, 12, 16, 24, 40, ________ A. 32 B. 42 C. 64 D. 72 6 18. The beam balance shown was used to measure the mass Working Space of unga. What is the mass of unga in kilograms? A. 5 ! B. 2% C. 2 ! D. 1% 19. A trader bought 260 kg of sugar. He then sold 175 kg of the sugar. Later, the trader bought 195 kg to add to the remainder. How many kilograms of sugar does the trader have now? A. 20 B. 85 C. 280 D. 455 20. The figure shows a number on a place value chart. What is the place value of digit 5 in the number? A. Tenths B. Hundredths C. Ones D. Thousandths 7 21. At a construction site, building blocks were arranged to Working Space form the stack as shown. How many blocks are in the stack? A. 18 B. 24 C. 54 D. 72 22. Jeru visited the grandmother for 13 days. How many weeks and days did Jeru take? A. 1 week 3 days B. 1 week 6 days C. 2 weeks 0 days D. 2 weeks 3 days 23. Asha started reading a story book in the morning as shown on the digital clock. ! She read the storybook for 1# hours. What time did Asha stop reading the storybook? A. 11.45 a.m B. 11.45 p.m C. 12.45 a.m D. 12.45 p.m 8 24. The two clock faces shows the starting time and Working Space finishing time of a football match. How long did the football match take? A. 70 minutes B. 120 minutes C. 130 minutes D. 190 minutes 25. Which one of the following lists shows money paid by the public to a county government of Kenya? A. Land fees, school fees, parking fee, cess B. Market fees, cess, business permit, security fee C. Market fees, business permit, cess, parking fee D. Land fees, security fee, business permit, parking fee 26. To get to school, Musa walks straight and then turns to the left. What kind of turn does Musa make? A. ! % turn B. ! # turn C. " % turn D. Full turn 9 27. The following is the price list for Furaha shop. Working Space ITEM PRICE A packet of milk sh 55 A loaf of bread sh 50 A packet of tea leaves sh 45 Masudi bought 2 packets of milk, a loaf of bread and a packet of tea leaves. He gave the shopkeeper a sh 500 note. What was his balance? A. sh 350 B. sh 295 C. sh 255 D. sh 205 28. Ann has some bananas. Tom has the same number of bananas as Ann. Tesse has 3 bananas. Represent the number of bananas Ann has as x. Form an expression to show the number of bananas they have altogether. A. x+x+3 B. x+3 C. 3x + 3 D. 3x 29. The following are properties of some shapes. (i) All angles are equal. (ii) Has 4 lines of symmetry. (iii) All sides are equal. Which shape is represented by the above properties? A. A right angled triangle B. An equilateral triangle C. A square D. A rectangle 10 30. The table represents the number of new COVID-19 Working Space cases in various counties on a certain day. The cases for Nairobi county is not shown. County Frequency Nairobi - Nakuru 135 Garissa 17 Kwale 8 Kisii 10 The total number of COVID-19 cases on that day was 656. What was the number of cases in Nairobi county on that day? A. 170 B. 386 C. 486 D. 1142 11

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