?> MATHEMATICS STANDARD SEVEN EXAMS SERIES
MATHEMATICS STANDARD SEVEN EXAMS SERIES

PRESIDENT’S OFFICE, REGIONAL ADMINISTRATION AND LOCAL GOVERNMENT

PRIMARY SCHOOL NEW FORMAT COMPETENCE EXAMS

PRE-MOCK EXAMINATION

STANDARD SEVEN- MATHEMATICS

2024

TIME: 1:30HRS

INSTRUCTIONS

1. This exam consists of sections A , B and C
2. There  are eight questions in total
3. Answer all questions from each section
4. Use a blue or black ink pen
6. Electronic devices are not allowed in exam room

SECTION A

1. What is the sum of the total value of andin the number?
2. Karen had  in her bank account .She deposited  more in the account. She later withdrew  for school fees. How much money remained in her bank account?
3. Create a pattern of  numbers starting from  The rule of subtracting is.
4. A jerican has a capacity of  litres. Ann used the jerican to fetch water times. How many litres of water did she fetch?
5. A farmer had litres of milk. He shared the milk equally among his four sons. How much milk did each child get?(2 mks)
6. What is the place value of digit in the number?
7. Hussein scored  points in a digital fun game. What was the total value of digit in the number?
8. Work out
9. What is the sum of  and ?
10. Work out  +14

2. Solve the puzzles

1. The roman numbers MCMLVI were written on school board to show attendance on Monday. If 17 pupils were absent each day in preceding days, find the number of pupils present on Friday.
2. A school has 720 pupils, If 12.5% of them are girls, find the number of boys.
3. Juma left home with his car at 8:30 am, he took 21/2 to arrive at his work place. When did he arrive at work?
4. Think of a number; subtract nine from the number, the answer is ¼ of that number. Find the number.
5. A child age is 0.25 that of the father, if the father is 40 years, find the age of the child.
6. A dress cost 8000 shillings. If Nasma was given 30% discount, what amount did she pay for the dress?

SECTION B

3.

i. Mrs. Juma  baked 120 breads for the school bake sale. In the morning, she sold 35 breads. Her daughter baked another 40 breads to add to the sale. In the afternoon, they sold 70 breads. How many breads did they have left at the end of the day?

ii. A rectangular garden plot has a length of 12 meters and a width of 8 meters. What is the area of the garden plot? If the gardener wants to put a fence around the entire garden, what is the perimeter of the garden?

iii. A soccer tournament has 16 teams. In each round of the tournament, half the teams are eliminated. How many rounds will it take to determine a champion team?

4:

1. Sarah wants to buy a new bike that costs shs. 150000. She earns shs. 10000 a week for doing chores. If she saves all her earnings, how many weeks will it take her to save enough money for the bike?
2. A roll of ribbon is 20 meters long. Maya uses 3.5 meters to decorate a gift, and then cuts another 6 meters for a craft project. How much ribbon is left on the roll?
3. A party mix recipe calls for 3 cups of flour, 2 cups of peanuts, and 1 cup of cereal. If you want to triple the recipe, how many cups of each ingredient will you need?

5.

i. In a class, the ratio of boys to girls is 3:5. If there are 24 boys in the class, how many students are there in total?

ii. Simplify the following expression: 5x +2y – x +9y

iii. Write the number 9.9984 into three decimal places

6.

i. Rearrange the digits in the number 64809725 to form the smallest eight digit number and write it in words

ii. In a certain farm 1/12 of the animals are donkeys, 1/3  are goats, 1/8 are camels, 5/24 cows and the rest are sheep. Arrange the fractions representing each type of the animal in descending order.

iii. The area of a square farm is 14400m2. What is its perimeter?

SECTION C.

7.

i. The data below shows ages of 24 children playing hide and seek game in a village.
7,8,6,8,6,7,8,6,7,9,6,8
9,7,8,6,6,7,8,7,8,7,9,5
Represent the data in the frequency table below. (5mks)

 Age (years) Tally Frequency 5 6 7 8 9

ii. The figure below shows a circular fishing pond. If peter went round it once, what distance did he cover?

iii. What is the area of the shaded part in the figure below;

8.

i. The perimeter of the rectangle below is 50 cm. Find its area

ii. A goat is tied with a rope on a tree. If the length of the rope is 14 cm. Find the grazing area of the goat

iii. Work out the area of the triangle below.

LEARNINGHUBTZ.CO.TZMATHEMATICS STANDARD SEVEN EXAM SERIES 105

OFFICE OF THE PRESIDENT

PRIMARY EXAMINATION SERIES

MID TERM 2 EXAMINATIONS -AUG-2023

MATHEMATICS

STANDARD SEVEN

 NO. QUESTIONS NO. QUESTIONS 1. The teacher asked standard seven pupils to solve the following question: 52486 + (7546 – 5988). What answer did they get? A.    60544       C. 70404      E. 54044 B.    45044       D.54440 10. Joseph multiplied 14 2/5 by 2 7/9 . Which number did he get? A.    30         C. 50          E. 60 B.    20         D. 40 2. Kanani hadi 10000 oranges. He sold 6348 oranges. How many oranges did he remain with? A.    6348         C. 2562       E. 4652 B.    3652         D. 3625 11. 13 2/3  litres of milk were shared equally among 30 people. How many litres of milk did each person get? A.    41/90 l       C. 9/5 l         E. 50l B.    500l        D. 5/9 l 3. What is the product of 89 and 1001? A.    8989        C. 89009       E. 890890 B.    8099        D. 89089 12. Alois was asked to convert 0.35% into decimal. Which decimal number did he get?  A.  0.0035  C. 3.5          E. 305 B.  0.35      D. 0.00035 4. 17556 textbooks were distributed equally among 57 schools. How many textbooks did each school get? A.    38            C. 318           E. 380 B.    308          D. 3008 13. Which fraction among the following has the same value as8 1/3% ? A.    1/24      C.1/12       E. 1/4 B.    5/24      D. 1/6 5. Which digit in the number 68370 is in tens place value? A. 6     B.8            C. 3         D.7        E. 0 14. How is 3 15/20 written in percentages? A.    375%    C.325%     E.370% B.    315%    D. 150% 6. A carpenter bought a timber with a length of 3m. If he cut a piece of 1. 986m. What is the length of the remaining timber? A.    1.14m       C. 1.124m         E. 1.241m B.    2. 986m     D. 1.014m 15. A business man sold MMDCCVII chicks. Write the number of chicks in Hindu-Arabic number A.    277     C. 2777   E. 2077 B.    2007   D. 2707 7. An electrical engineer bought 40 pieces of wire with a length of 12.3 each. What is the length of all pieces of wire? A.  4.92m      C. 492m               E. 4.092m B.  49.2m      D. 4920m 16. Which number when is multiplied by itself the answer is 8281? A.    81         C. 71        E. 79 B.    91         D. 89 8. Divide 89.25 by 0.005  A.  17.85         C. 1.785       E. 17850 B.  178.5         D.1785 17. Find the difference between the greatest prime number and the greatest odd number between 20 and 30 A. 1       B. 8          C. 2     D. 0       E. 4 9. The sum of three numbers is 48. Find the smallest number if the first number is  of the second and the third is ½ of the first.  A. 7    B. 12    C. 24   D. 10   E. 8 18. Juhudi reaches home at 1828 hours  every day. How is that time written in to 12 hours? format A.    12:28 p.m    D. 6:28 a.m B.    12:28 a.m    E. 4:28 p.m C.    6:28 p.m

 19. In a class of 80 pupils, 3/5 of all the pupils are boys, how many girls does this class have?  A.    38               C. 80                E. 22 B.    48               D. 32 27. What is the next number in the series below? 0.7, 1.4, 2.1, ___ A.  8.2               C. 2.8        E. 28 B.  3.5               D. 2.6 20. Find the Greatest Common Factor of 30, 45 and 90 A.    5                    C. 30            E. 25 B.    10                  D. 15 28. Mshana bought a TV set for Sh. 400,000/-. He later on sold it for Sh. 300,000/- Calculate the percentage loss that Mshana incurred? A.            10%              D.  25% B.            2.5%             E. 250% 21. Determine the area of the following parallelogram  A.    24cm2 B.    240cm2 C.    204cm2 D.    40cm2 E.    2400cm2 29. Find the perimeter of the figure below (Use π = 22 /7 ) A. 110cm B. 55cm C.    180cm D.    90cm E.    220cm 22. Subtract -12 from (-7 + 15) A. -8     B. -20          C.-4    D. +8      E. +20 30. The average of 9 numbers out of 10 is 30. If the 10th number is 40, calculate the average of all ten numbers. A. 270   B. 70   C. 31    D. 35   E. 19 23. The area of a triangle is equal to the area of a rectangle whose length is 8cm and width is 6cm. What will be its height if its base is 12cm? A.12cm                 C. 8cm          E. 6cm B.14cm                 D. 20cm 31. Simplify: (a2b4) ÷ (a2b-3) b2  A.  1                 C. b4       E. a2b2 B.  ab               D. b5 24. The figure below represents a playground. If An athlete runs around it twice, what distance will he cover?   A. 440m B. 360m C. 720m   D. 840m E. 880m 32. How many lines of symmetry does the shape below have?   A. 3       B. 5       C. 1    D. 2     E. 4 25. 300 schools participated in KESS examination. If out of them 90 schools scored the average of A, calculate the percentage of the schools which scored grade B, C, D and E. A.  30%       C. 90%             E. 40% B.  70%      D. 60% 33. Veronica is 12 metres North of Agness’ position, and Zenais is 9 metres East of Veronica. What is the shortest position between Zenais and Agness? A.    12 metres     C. 15 metres E. 25 metres B.    9 metres       D. 21 metres 26. Nelson Mandela died at the age of 95 years. If he was born in 1918, in which year did he die? A.    2005        C. 1995          E. 2011 B.    2015        D. 2013 34. The length of a rectangular garden is three times its width. If the perimeter of that garden is 72m, what will be its total area? A.    9m2        C. 27m2       E. 243m2 B.    343m2     D. 443m2 35. The size of the classroom is 8m long and 6m wide. How many tiles will be required by a mason to renovate the floor if each tile has an area of 0.4 m2? A.    120 tiles     C. 240 tiles     E. 48 tiles B.    960 tiles      D. 360 tiles 38. Find the height of the rectangular prism below if its surface area is 2124 cm2 A.  1062cm B.  40cm C.  16cm D.  18cm E.  20cm 36. The distance between town A and town B is 450km. If an aero plane flies from town A at a speed of 600km per hour, how much time will it take arrive at town B? A.  60minutes   C. 30minutes   C. 45minutes  B.  20minutes   D. 1:45minutes 39. The interior angles of a quadrilateral are in the ratio 1:2:3:4. What is the size of its largest angle? A. 720  B. 1080  C. 1440 D. 1600   E. 800 37. Bell A rings after every 12 minutes and bell B rings after every 15 minutes while bell C rings after every 18 minutes. If they rang altogether for the first time at 4:30pm, at what time will they ring together again? A.    7:30pm     C. 6:30pm    E. 8:30pm B.    9:30pm     D. 5:30pm 40. How many coins of 500 shillings can be obtained from the following notes? 5 notes @Sh. 2000 2 notes @Sh. 5000 1 note Sh. 1000 A.    45 coins  C. 42 coins   E. 250 coins B.    420 coins  D. 25 coins SECTION B: MATHEMATICAL OPERATIONS, FIGURES AND WORD PROBLEMS Work out the following questions by showing clearly their formula and solutions then write the answers in the given spaces NO. QUESTIONS WORKING SPACE ANSWERS 41. Find the value of ‘X’ in the figure below 42. Standard five pupils were asked to write the sum of all even numbers between 21 and 33 which are divisible by 6. Which numbers did they write? 43. The mass of 10 logs having the length of 3 m each is 1500kg. Find the mass of 15 logs of this type each having a length of 5 m 44. In the bus accident 22 people were reported dead, 38 people were injured and 48 people were neither injured nor died. How many people were in the bus before the accident? 45. Richard uses ½ of his monthly salary for food and ¼ of the salary for buying clothes. If his balance per month is sh. 300,000/=, how much is he paid per month?

LEARNINGHUBTZ.CO.TZMATHEMATICS STANDARD SEVEN EXAM SERIES 88

OFFICE OF THE PRESIDENT

PRIMARY EXAMINATION SERIES

MID TERM 2-AUGUST-2023

MATHEMATICS STANDARD SEVEN

INSTRUCTIONS

1. This paper consists of sections A and B with a total of forty five (45) questions.
2. Answer all questions in each section.
4. Fill in all required information in the OMR form and on the page with questions. 41 to 45.
5. Shade the digits of your Examination Number in the respective places of the OMR form.
6. Shade the letter of the correct answer for question 1 to 40 in the answer sheet provided. For example, if the correct answer is A shade as follows:
 A B C D E

1. If you have to change your answer, you must use a clean rubber to rub out the shading neatly before shading the new one.
2. Use HB Pencil only to answer question 1 to 40 and blue or black ink pen for questions 41 to 45
3. Show all work clearly for question 41 to 45 in the space provided on OMR form
4. Cellular phones and any unauthorized materials should not be used

LEARNINGHUBTZ.CO.TZMATHEMATICS STANDARD SEVEN EXAM SERIES 81

THE PRESIDENT’S OFFICE MINISTRY OF EDUCATION, REGIONAL ADMINISTRATION AND LOCAL GOVERNMENT

COMPETENCY BASED PRIMARY EXAMINATION SERIES

MATHEMATICS

STD 7- SEPT 2022

INSTRUCTIONS

1. This paper has four pages with forty five (45) questions
2. Answer all the questions in all sections
3. Fill all the required information in the OMR form and the page with question number

41 – 45 on the back page of the OMR form

2. r and then shade the digits of the number in the respective place on your answer sheer (OMR)
3. Shade the letter of the correct answer for each question in the answer sheet provided (OMR) for questions number 1 – 40. For example, if the correct answer is A shade as follows.
 (A) (B) (C) (D) (E)
1. If you have to change your answer, you must-rub out the shading very neatly before shading the new one. Use a clean rubber.
2. Use HB pencil only for questions 1 – 40, and a blue or black ink ball pointed pen for questions number 41 – 45.

SECTION A (40 Marks)

For questions 1 – 40, work out the answer then choose the correct option and shade its corresponding letter in the special answer sheet (OMR) provided.

1. Dan has 740,000 shillings. What is the place value of 4 in this amount?
1. Ten thousands
2. Hundred thousand
3. Hundreds
4. Millions
5. thousands
1. In the year MCMLXXXIII, some DCCCVIII people died of Malaria. How many people died if written in Hindu Arabic numerals?
1. 1983
2. 1933
3. 1980
4. 8080
5. 808
1. How is the population of four million fifty thousand and five written in figures?
1. 4500005
2. 4050005
3. 4500050
4. 450005
5. 4000505
1. Five pupils A – E competed to write 989.577 to the nearest whole number. Who passed it?
1. 989
2. 998
3. 989.6
4. 989.5
5. 990
1. Identify the numeral represented below;
 Ones Tens Thousands Ten thousands Hundreds 3 0 5 4 7
1. 30,547
2. 30,754
3. 45,703
4. 45,730
5. 30,457
1. A man had 3 identical fruits and cut each of them into three equal parts. If he ate two-thirds of one fruit, which type of fraction represents the remaining fruits?
1. Minor
2. Perfect
3. Improper
4. Proper
5. Mixed
1. Five sticks measure in metres as follows. Which one is the shortest?
 0.5 0.14

1. What is the total value of the underline digit in 456.809?
1. 0.1
2. Tenths
3. 0
4. Hundredths
1. How many prime numbers are there from 45 to 58?
1. 1
2. 5
3. 2
4. 4
5. 3
1. Number cards below are arranged in a certain sequence. What is the value of A?

1. 4
2. 0
3. 1
4. 9
5. 3
1. If A:B = C:D and 2, 5, 8 represent A, B, C respectively, what is the value of D?
1. 11
2. 10
3. 16
4. 40
5. 20
1. Imagine that you have sh.800 only. If you use shs 700, what percentage of your money remain?
1. 125%
2. 12.5%
3. 100%
4. 114.2%
5. 50%
1. What is the value of 8 – 8  8 + 8?
1. 15
2. 1
3. -1
4. 8
5. 16
1. A farmer sold 164 eggs and received a sun of sh 57,400. How much was every 2 eggs sold?
1. Sh 328
2. Sh 382
3. Sh 350
4. Sh 700
5. Sh 174
1. A shopkeeper awards 3 sweets to a customer whenever his/her purchases are worth shs 5000. How many sweets were given to Samson if he bought items worth shs 20,000?
1. Sh 12
2. 4 sweets
3. 9 sweets
4. 12 sweets
5. 15 items
1. Sowedi had 21 fruits and found 3 of them were rotten beyond use. He ate  of the fresh fruits, gave two others to his friend and used the remaining to blend juice. How many fruits were used to blend juice?
1. 1
2. 5
3. 2
4. 10
5. 12
1. Fourteen standard 4 pupils received 141 books to share equally. If they decided to give any remaining books to their class teacher, how many books did each get?
1. 35
2. 14
3. 1
1. We were left with  kg of rice at home and mother bought  more kg of rice. How much rice is now available?
1. Karen was asked to solve; -16 – (-1) + (-8). What was her correct answer?
1. 7
2. 23
3. -23
4. -25
5. -7
1. A ward with an area of 13 square kilometres has 12.16 square kilometres of land, the rest of it are water bodies. Which part in square kilometres is occupied by water bodies?
1. 0.83
2. 25.16
3. 12.03
4. 1.16
5. 0.84
1. A school has 98 staff members and 342 girls. If the number of boys in thrice the number of staff members, what is the population of the school?
1. 734
2. 636
3. 294
4. 440
5. 443
1. A wire of length metres was cut into equal pieces each metres long. How many pieces were cut?
1. Sh 2,500
2. Sh 52,500
3. Sh 15,750
4. Sh 157,500
5. Sh 142,500
1. A jacket for sh 50,000 had its price increased by 5%. How much did John pay for his 3 children at the new price if each child got one jacket?
1. Sh 2,500
2. Sh 52,500
3. Sh 15,750
4. Sh 157,500
5. Sh 142,500
1. If it took 98 years 4 months for 5 countries to get independence, what is the duration that each country took on average?
1. 19 years 7 months
2. 19 years 0 months
3. 18 years 7 months
4. 6 months 18 years
5. 8 months 19 years
1.  Mariam slept at 10 minutes to midnight. Write the time she slept in 12 hour-clock system.
1. 11:50pm
2. 11:50am
3. 12:10am
4. 11:10pm
5. 11:10am
1. How many total days make a period of 18 weeks and 4 days?
1. 126
2. 162
3. 22
4. 130
5. 184
1. Margret got a simple interest of sh 1,600 after 8 months from a certain bank. If the bank’s rate is 4% per annum, how much did she previously deposit?
1. Sh 60,000
2. Sh 6,000
3. Sh 600,000
4. Sh 5,000
5. Sh 50,000
1. A figure has four angles; 89°, (4b) °, 71° and 56°. Find the value of b.
1. 36
2. 96
3. 72
4. 144
5. 360
1. In the figure below, what is the measure of angle y in degrees if AB and CD are straight lines?

1. 36
2. 18
3. 6
4. 324
5. 162
1. The two ends of a circular empty tin were both cut off, as shown in the figure below. What is the surface area of the hollow tin that remained?

1. 1760 cm2
2. 1188 cm2
3. 880 cm2
4. 1034 cm2
5. 6160 cm2
1. A plane flew from Dar es Salaam to Mbeya, a distance of 785km. If it flew at a speed of 15km/hr, how much time was used?
1. 157 min
2. 5hrs
3. 3925 km
4. 5 min
5. 3925 hrs
1. A tailor uses 35 centimeters of a cloth to make one piece of a child’s uniform. How many pieces will he make from a roll of cloth which is 35 metres long?
1. 1
2. 10
3. 100
4. 35
5. 350
1. A construction company constructs 2km 125m of a road a day. How long will this company construct in 8days
1. 16,000km
2. 16.1km
3. 17km
4. 6km
5. 18km
1. Name the non-plane figure:

1. Rectangular prism
2. Cone
3. Parallelogram
4. Square prism
5. Square pyramid
1. A gift was wrapped to look as shown below. If edges of the wrapped gift were equal in length each measuring 12cm, what is the area of the wrapping paper that was used if it only fit the surface?

1. 1728 cm2
2. 854 cm2
3. 36 cm2
4. 864 cm2
5. 144 cm2
1. A lorry can only a maximum of 16.2 tons of grain. How many times will it be packed to full capacity in order to empty a store with 324,000 kilograms of grain?
1. 2
2. 20
3. 200
4. 2000
5. 3
1. If the sum of two-thirds of a number and 1 equals 5, what is that number?
1. 12
2. 6
3. 4
4. 24
5. 8
1. Simplify the algebraic expression;

1. 2e
2. e
3. 2
4. 2ed
5. 4e2
1. Last week, mother bought 3kg of rice, 4kg of maize flour, 1kg of onions and 8kg of fruits. How much average mass of items did she buy that week?
1. 3kg
2. 16kg
3. 8kg
4. 4.5kg
5. 4kg
1. The table below represents data of pupils who were absent in school in a certain week. If it is to be represented on a pie-chart, which degree will represent pupils absent on Thursday?
 Mon. Tue. Wed. Thu. Fri. 6 3 7 12 8
1. 36
2. 10
3. 1.2
4. 120
5. 12

SECTION B

For each of question 41 – 45, use a blue or black pen to work out in the spaces provided on the OMR form

1. While in a supermarket, Amina ordered 2kg of sugar @ shs 700, 3.5kg of flour @ sh 2000, 4 pens @ sh 150.10 and 4 litres of cooking oil for sh.6199.60. How much money was she supposed to pay for all these items?
2. The village chairperson asked the head of head of each household to pick ten mosquito nets, from his office. His village has 625 people and 25 household heads including himself. The office had mosquito nets only enough for this village. How many mosquito nets were there?
3. How many hours will two examination papers take in total if the first exam takes 1 hour 50 minutes and another one takes 1 hour 40 minutes?
4. A boy planned to sleep for 8 full hours but woke up 52 minutes before. How long did he take sleeping/
5. The top of a rectangular dining table has three equal squares joined together, each square with an area of 1,764cm2

LEARNINGHUBTZ.CO.TZMATHEMATICS STANDARD SEVEN EXAM SERIES 72

PRESIDENT'S OFFICE
MOCK  EXAMINATION
STANDARD SEVEN

MATHEMATICS

TIME: 1:30 HRS

NAME____________________________________SCHOOL_________________________

INSTRUCTIONS

• THIS paper consists of 45 questions
• Select the best alternative in question 1-40
• For question 41-45 provide the best answer
• Write full name on the blank space above together with the name of the school
• Ensure your work is neat and legible.

1. 26.35 + 4.569 =

a.   30.919 b. 31.818 c. 30.809 d. 31.919 e. 30.819

2. 5449 + 2498 =

a.   1268 b. 8437 c. 8374 d. 7947 e. 8347

3. 14 x 113 x 57 =

a. 19497 b. 1921 c. 64410 d. 109497 e. 90,174

4. 178.17 – 9.4956 =

a. 167.764 b. 168.6744 c. 8.3214 d. 187.6656 e. 168.674

5. 6.25 x 0.044 =

a.   0.275 b. 2.75 c. 27.5 d. 2.882 e. 28.82

6. 57780 ÷ 18 =

a.   3110 b. 3210 c. 3201 d. 2310 e. 3310

7. 22 – 42 =

a.   -20 b. 64 c. 20 d. -64 e. 30

8. 99998 – 1009 =

a.   99899 b. 98899 c. 90889 d. 98989 e. 93899

9. 28.9 + 0.17 =

a.   1.70 b. 170 c. 17 d. 29.07 e. 0.17

10. (-3) – (-7) + (+3) =

a.   +7 b. -13 c. -7 d. -10 e. -8 11. 41/4 + 24/5 =

a.   21/20 b. 81/20 c. 31/5 d. 71/20    e. 11/20

12. 4 x 24/5 =

a.   111/5 b. 81/2 c. 101/2 d. 61/2    e. 121/2 13. 111/5 ÷ 6/7 =

a.   131/20    b. 131/15    c. 131/5    d. 132/5    e. 141/15

1. Convert 0.0125 into percentage

a. 25.1% b. 1.25% c. 25% d. 12.5% e. 125%

1. Multiply 2km 125 m by 8

a. 16 km 1000m b. 17km c. 16km d. 17km e. 18km 0m

1. Write 1939 into roman numbers
1. MCMXXXIX b. MDCCCCXXXI c. MIXXXXIX d. MLDXXXIX e. MMXIX
2. Find the greatest Common Factor (GCF) of 210 , 105,

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