Arithmetic MCQ For TET Set-8 in Eng
Arithmetic MCQ For TET : SET-8
Teacher Eligibility Test (TET) is a very important exam in the process of teacher recruitment. Mathematics is a very important subject in West Bengal Primary TET; CTET Paper-I. From this subject, 30 marks are given for 30 mcq. Keeping this in mind, Arithmetic MCQ For TET : SET-8 has a set of 30 Arithmetic Questions for different levels of examination. This is the Eighth set.
Arithmetic MCQ For TET : SET-8
1. The smallest number obtained by multiplying a number by 7 such that each digit of the product is 3 is:
[A] 47619
[B] 47719
[C] 46991
[D] 46919
ANSWER : A
2. Which of the following three-digit numbers is the smallest number divisible by 14?
[A] 100
[B] 112
[C] 114
[D] 121
ANSWER : B
3. Which number when divided by 713 leaves a remainder of 115, then when that number is divided by 31 the remainder will be –
[A] 222
[B] 312
[C] 22
[D] 98
ANSWER : C
4. If the product of two consecutive even numbers is 288, the two numbers will be:
[A] 14 and 16
[B] 16 and 18
[C] 18 and 20
[D] 22 and 24
ANSWER : B
5. Which four-digit number is the largest number that is divisible by 12, 15, 18, 27?
[A] 2528
[B] 9690
[C] 1576
[D] 9720
ANSWER : D
6. The simplest value of 368/437 is:
[A] 16/19
[B] 13/17
[C] 19/23
[D] 19/13
ANSWER : A
7. 38+16X0.8 = ?
[A] 44.8
[B] 44.6
[C] 50.8
[D] 52.8
ANSWER : C
8. The average of odd numbers up to 60 is:
[A] 15
[B] 30
[C] 21
[D] 27
ANSWER : B
9. If the average age of 3 girls is 16 years and the ratio of their ages is 4:5:7, then the age of the youngest girl will be:
[A] 6 years
[B] 8 years
[C] 9 years
[D] 12 years
ANSWER : D
10. If the total surface area of a cube is 150 sq cm, then its volume will be:
[A] 100 cubic cm
[B] 115 cubic cm
[C] 125 cubic cm
[D] 165 cubic cm
ANSWER : C
11. The ratio of profits of three partners in a business is 5:7:8 and their investment is for 14 months, 8 months and 7 months respectively. The ratio of their capital will be:
[A] 20:49:64
[B] 49:64:20
[C] 6:8:7
[D] 38:28:21
ANSWER : A
12. If the ratio of the areas of two similar triangles is 9:25, the ratio of their land areas will be:
[A] 3:5
[B] 5:3
[C] 9:25
[D] 25:9
ANSWER : A
13. If the speed of a bus increases by 10 km/hr, it takes 36 minutes less to cover a distance of 72 km, then the initial speed of the bus was –
[A] 25 km/hr
[B] 30 km/h
[C] 45 km/h
[D] None
ANSWER : B
14. Expressing 80% as a decimal is:
[A] 0.08
[B] .08
[C] 0.8
[D] 0.89
ANSWER : C
15. A person deposited 10% of his salary in the bank and paid 4% of the remaining amount as rent. If the person’s salary is 5000 taka, he paid house rent –
[A] 160 taka
[B] 180 taka
[C] 200 taka
[D] 350 taka
ANSWER : B
Arithmetic MCQ For TET
16. If a number increases by 15% and is increased by 60, the actual number will be:
[A] 200
[B] 200
[C] 400
[D] 509
ANSWER : C
17. A person sells a banana for 330 taka and makes a profit of 10%. If the person had sold the banana for how much would he have made a profit of 15%?
[A] 335 taka
[B] 345 taka
[C] 355 taka
[D] 370 taka
ANSWER : B
18. The discount equivalent to 10%, 20% and 25% discount respectively is:
[A] 55% Arithmetic MCQ For TET
[B] 45%
[C] 46%
[D] 56%
ANSWER : C
19. The ratio of milk to water in 70 liters of milk mixed with water is 3:4, how many liters of water should be added to that mixture so that the ratio of water to milk in the new mixture will be 2:3?
[A] 2 liters Arithmetic MCQ For TET
[B] 3 liters
[C] 4 liters
[D] 5 liters
ANSWER : D
20. If the perimeter of a square is 16 meters, its area will be:
[A] 4 square meters
[B] 16 meters
[C] 16 square meters
[D] 24 square meters
ANSWER : C
21. The word Mathematics comes from –
[A] Greek word ‘Mathe’
[B] Roman word ‘Mathom’
[C] Roman word ‘Mathe’
[D] Greek word ‘Mathema’
ANSWER : D
22. Modern mathematics curriculum started in –
[A] Thirteenth century
[B] Fourteenth century
[C] Seventeenth century
[D] Eighteenth century
ANSWER : A
23. Mathematics education in the secondary school system began –
[A] After 1716
[B] After 1726
[C] After 1736
[D] After 1746
ANSWER : B
24. The part of mathematics through which the ideal aesthetic sense arises is:
[A] Algebra
[B] Arithmetic
[C] Geometry
[D] Calculus
ANSWER : C
25. The fourth stage of the cognitive domain of the goal of mathematics education at the primary level is:
[A] Knowledge
[B] Application
[C] Evaluation
[D] Analysis
ANSWER : D
26. A student is able to explain the relationship of geography with his knowledge of mathematics. In this case, the objective of learning mathematics that the student was able to achieve is:
[A] Applied objective
[B] Cognitive objective
[C] Cognitive objective
[D] Practical objective
ANSWER : C
27. The important characteristics of mathematical thinking are not –
[A] Accuracy
[B] Simplicity
[C] Originality
[D] Efficiency
ANSWER : D
28. Into how many stages of development can the mathematics learning design be divided?
[A] Three parts
[B] Four parts
[C] Five parts
[D] Innumerable
ANSWER : B
29. In learning design, age policy refers to –
[A] The issue of teaching and determining the subject matter according to the age of the teacher
[B] The issue of teaching and determining the subject matter according to the age of the student
[C] The issue of teaching and determining the subject matter according to the class time
[D] None of these
ANSWER : B
30. The lesson notes that are not mentioned in the learning design are –
[A] Sequence lesson notes
[B] Cognitive lesson notes
[C] Skill-based lesson notes
[D] Humorous lesson notes
ANSWER : A ➣ Child Psychology MCQ
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