Q31. Manipulative tools are important for learners at
primary level as they help them most to:
1.
Perform better in examination
2.
Understand basic mathematical concepts
3.
Solve word problems
4.
Speed up mental and oral calculations
Answer: (2) understanding basic mathematical concepts
Q32. Which one of the following questions is open ended?
1.
Write any two numbers whose product is 45.
2.
Use number line to find 3 times 15
3.
Find 15 x 3
4.
How will you multiply 15 by 3?
Answer: (1) Write any two numbers whose product is 45.
Open ended questions are those that can more than one solution. Here the final answers for options 2,3,4 is 45 whereas only in option 1 we can have the 2 sets of two numbers whose product is (15,3),(9.5)
Q33. Some students of class II, face difficulty in the
addition of two digit numbers involving ‘carrying over’?
1.
Understanding of difference between face value
and place value
2.
Understanding the importance of zero
3.
Understanding of regrouping process
4.
Interest in mathematics
(3) Understanding of regrouping process
Q34. Which one of the following is an important characteristic
of good mathematics textbooks at primary level?
1.
It should contain numerous exercises to give
rigorous practice
2.
It should be attractive and colourful
3.
It must be thick and large
4.
Concepts should be introduced through contexts
Answer: Concepts should be introduced through contexts
Q35. According to ‘Van Hiele level of geometry’ students who
can describe and sort out shapes on the basis of appearance are at:
1.
Level 2 – Informal deduction
2.
Level 3 – formal deduction
3.
Level 0 – visualization
4.
Level 1 – analysis
Answer: 3.
Level 0 – visualization
Q36. Communication in mathematics class refers to developing
ability to :
1.
Give prompt response to questions asked in class
2.
Contradict the views of others on problems of
mathematics
3.
Organize, consolidate and express mathematical
thinking
4.
Interpret data by looking at bar graphs
Answer: 3.
Organize, consolidate and express mathematical
thinking
Q37. If a learner is
able to perform the four basic operations on whole numbers, fractions and
decimal numbers, the learner is at:
1.
Factoring phase
2.
Operating phase
3.
Quantifying phase
4.
Partitioning phase
Answer: 2.
Operating phase
Q38 . National curriculum framework, 2005 recommends that
teaching of mathematics at primary level should focus on:
1.
Abstract concepts of mathematics.
2.
Helping students to connect classroom learning
with everyday life.
3.
Helping students to acquire international
standards in learning of mathematics
4.
Preparation for higher mathematics
Answer: 2.
Helping students to connect classroom learning
with everyday life.
Q39. Which one of the following is not an important aspect
of number-sense?
1.
Counting
2.
Writing numbers
3.
Conservation
4.
Seriation
Answer: 2.
Writing numbers
Q40. A teacher gives 36 tiles to students of class IV and
asks them to arrange them in all possible rectangles. Which one of the
following concept cannot be addressed by using this activity?
1.
Area
2.
Volume
3.
Factors
4.
Multiplication
Answer: 2.
Volume
Q41. Ten thousands + ten hundreds + ten tens is equal to :
1.
11100
2.
11010
3.
101010
4.
11110
Answer: Ten thousands + ten hundreds + ten tens = 10 x 1000 + 10 x100 + 10x10 = 10000 + 1000 + 100 = 11100
Q42. The sum of remainders obtained on dividing 12112 by 11
and 13223 by 13 is :
1.
4
2.
5
3.
2
4.
3
Answer: 4.
3
Remainder of (12112/11) = 1
Remainder of (13223/13)= 2
s Therefore sum of the remainders = 3
Q43. The difference between the place value of 6 and the
face value of 4 in 56431 is
1.
5600
2.
5996
3.
2
4.
999
Answer: 2.
5996
Place value of 6 in 56431 is 6000 and the face value of 4 in 56431 is 4.
And the difference is 6000 - 4 = 5696 .
To know more about face value and place value read difference-between-face-value-and-place
Q44. The product of the smallest common multiple and the
biggest common multiple factor of 30, 36 and 42 is:
1.
7660
2.
7650
3.
7560
4.
7460
Answer: 3.
7560
30 = 2 x 3 x 5
36 = 2 x 2 x 3 x 3
42 = 2 x 3 x 7
Therefore LCM = 1260 and HCF= 6 and their product = 7560
Q45. The sum of all the positive factors of 84 which are
multiplies of 7 , is:
1.
189
2.
196
3.
112
4.
113
Answer: 2.
196
84 = 7 x 2 x 2 x 3
Factors of 84 are 1,2,3,7,14,21,28,42,84 and out of these the factors that are multiples of 7 are 7,14,21,28,42,84 = 196
Q46. When it is 8:49 pm, in Delhi, it is 1:19 a.m. on the
next day in Sydney when it is 11:19 a.m. in Delhi?
1.
3:49
2.
6:29
3.
6:49
4.
3:19
Answer: 3.
6:49
The time difference between Sydney and delhi is 4 hours and 30 minutes from the data given. Now when it is 11:19 in Delhi then it is 3:49 p.m. in delhi.
Q47. On a map, half a centimeter shows 125 km on the ground.
If two cities are actually 2000 kms apart on the ground , then the distance
between them on the map is:
1.
8 cm
2.
10 cm
3.
4 cm
4.
6 cm
Answer: 1. 8 cm.
half a centimeter represents 125 km. This means 1 cm represents 250 km.
Using unitary method,
1 km is represented by (1/250) km
and 2000 km is represented by (1/250)2000 = 8 cm
To learn more about unitary method read Unitary Method
1 km is represented by (1/250) km
and 2000 km is represented by (1/250)2000 = 8 cm
To learn more about unitary method read Unitary Method
Q48. Which one of the following is not correct?
1.
0.57 is the same as 0.5700
2.
Area of a square of side 30 cm is the same as
the area of a rectangle 4.5 m x 0.2 m
3.
2009 millimeters = 2 litres 9 millimeters
4.
25 hundredths = 25/100
Answer: 2. Area of a square of side 30 cm is the same as the area of a rectangle 4.5 m x 0.2 m
Area of square of side 30 cm or 0.30 m = 0.3 x 0.3 = 0.09 square meter
and area of rectangle with sides 45 m x 0.2 meter = 0.9 square meter. and therefore different.
Answer: 2. Area of a square of side 30 cm is the same as the area of a rectangle 4.5 m x 0.2 m
Area of square of side 30 cm or 0.30 m = 0.3 x 0.3 = 0.09 square meter
and area of rectangle with sides 45 m x 0.2 meter = 0.9 square meter. and therefore different.
Q49. There are 660 students in a school. Two-thirds of them
are boys. Three fourths of the numbers of boys are players and one-fourth of
the girls are players. Total number of players in the school is:
1.
385
2.
395
3.
330
4.
370
Answer: 1. 385
Number of boys = 2/3(660) = 440 and three fourth of 440 are players which means (3/4)440 = 330 boys are players.
. Number of girls = 660 - 440 = 220 and one fourth are players = (1/4)220 = 55 girls
And total players = 330 + 55 = 385
Answer: 1. 385
Number of boys = 2/3(660) = 440 and three fourth of 440 are players which means (3/4)440 = 330 boys are players.
. Number of girls = 660 - 440 = 220 and one fourth are players = (1/4)220 = 55 girls
And total players = 330 + 55 = 385
Q50. Renu want to lay tiles on the floor of her house which
is 9 m long and 7 m wide. Among the following sizes of tiles, which one should
she buy so that the floor is tiled without cutting any tiles?
1.
55 cm x 40 cm
2.
35 cmx 45 cm
3.
35 cm x 35 cm
4.
40 cm x 65 cm
Answer: 2. 35 cmx 45 cm
The total area of the floor = 63 meters
Only the option 2 35 cmx 45 cm = 0.1575 m completes divides 63. and therefore is the right answer.
Q51. Number of seconds in 6 hours is equal to the number of minutes in:
Answer: 2. 35 cmx 45 cm
The total area of the floor = 63 meters
Only the option 2 35 cmx 45 cm = 0.1575 m completes divides 63. and therefore is the right answer.
Q51. Number of seconds in 6 hours is equal to the number of minutes in:
1.
15 days
2.
16 days
3.
10 days
4.
12 days
Answer: 1. 15 days
Number of seconds in hours = 6 x 60 x 60 seconds = 21600 seconds
now number of minutes in 15 days = 15 x 24 x 60 = 21600 minutes and hence is the answer.
Answer: 1. 15 days
Number of seconds in hours = 6 x 60 x 60 seconds = 21600 seconds
now number of minutes in 15 days = 15 x 24 x 60 = 21600 minutes and hence is the answer.
Q52. There are four cuboidal boxes with dimensions (in cm )
as given below:
Length breadth
height
1.
20
25 18
2.
23 20
20
3.
20 22
21
4.
24 20
19
Using which boxes can 18440 wooden centimeters cubes can be packed?
Using which boxes can 18440 wooden centimeters cubes can be packed?
1.
(ii) & (iii)
2.
(ii) & (iv)
3.
(i) & (ii)
4.
(i) & (iii)
Answer: 1. (ii) & (iii)
volume box 1 = 9000
volume box 2 = 9200
volume box 3 = 9240
volume box 4 = 9120
It is evident that adding box 2 and 3 will get 18440.
Answer: 1. (ii) & (iii)
volume box 1 = 9000
volume box 2 = 9200
volume box 3 = 9240
volume box 4 = 9120
It is evident that adding box 2 and 3 will get 18440.
Q53. The length of a rectangle is two times that of a square
whose perimeter is 80 cm. if breadth of the rectangle is 20 cm, and then the
area (in cm2) of the rectangle exceeds the area of the square by:
1.
300
2.
400
3.
100
4.
150
Answer:
Perimeter of square = 80
4 L = 80
L = 20 cm
area of square = 20 x 20 = 400 sq. cm
Given that the length of the rectangle is two times the length of the square that means the length of the rectangle = 2 x 20 = 40 cm
and the breadth of the rectangle given as 20 cm
Therefore area of the rectangle = (L x B) = (40 x 20) = 800 sq. cm
And the difference = 800 - 400 = 400 sq. cm
Answer:
Perimeter of square = 80
4 L = 80
L = 20 cm
area of square = 20 x 20 = 400 sq. cm
Given that the length of the rectangle is two times the length of the square that means the length of the rectangle = 2 x 20 = 40 cm
and the breadth of the rectangle given as 20 cm
Therefore area of the rectangle = (L x B) = (40 x 20) = 800 sq. cm
And the difference = 800 - 400 = 400 sq. cm
Q54. Haroon went to a fruit shop. He bought one and half
dozen bananas at the rate of 2.5 per banana , three and a half kilogram apples at 57.60 per kg, one and half
kg of mangoes at 75.40 per kg and 750 grams of grapes at 120 per kg . if he
gave a note of 500 to the fruitseller , he will get back:
1.
14.95
2.
50.30
3.
28.10
4.
24.85
Answer : 2. 50.30
total expenditure =2.5 x 18 + 57.60 x 3.5 + 1.5 x 75.40 + 0.75x120 = 449.70 and the amount he would receive after deducting 253 from 500 is 50.30
Answer : 2. 50.30
total expenditure =2.5 x 18 + 57.60 x 3.5 + 1.5 x 75.40 + 0.75x120 = 449.70 and the amount he would receive after deducting 253 from 500 is 50.30
Q55. 10290 books are to be packed in wooden boxes. If 98
books can be packed in one box and the cost of one box is 518 then the cost of boxes needed for this purposes
is:
1.
54,292
2.
54,908
3.
53,872
4.
54,390
Answer:
number of boxes required = 10290/98 = 105
and the cost of these 105 boxes is 105 x 518= 54390
Answer:
number of boxes required = 10290/98 = 105
and the cost of these 105 boxes is 105 x 518= 54390
Q56. Which of the following is the best sequence to teach
the topic ‘ measurement of Length’ at primary stage?
1.
Comparison -> using non-standard measures
-> using standard measures -> developing standard unit
2.
Developing standard unit -> using standard
measure -> using non-standard measures - > comparison
3.
Using standard measures -> using non-standard
measures -> developing standard unit - > comparison
4.
Comparison -> using non-standard measures
-> developing standard unit - > using standard measures
Answer : 1. Comparison -> using non-standard measures -> using standard measures -> developing standard unit
Answer : 1. Comparison -> using non-standard measures -> using standard measures -> developing standard unit
Q57. Learning objective for fourth grade students is given
as:
“Students are able to order and compare two
decimal numbers upto two decimals places”
This learning objective refers to:
1.
Disposition goal
2.
Social goal
3.
Content goal
4.
Process goal
Answer:
Answer:
3.
Content goal
Q58 which one of the following manipulative tools is
required to develop geometrical concepts of
‘symmetry ‘ and ‘reflection’ in class IV?
1.
Dot paper
2.
Abacus
3.
Two sided counter
4.
Beads string
Answer: 1. Dot paper
Answer: 1. Dot paper
Q59 . a debate was
conducted in mathematics period of class V on “zero is the most powerful
number”.
This activity encourages the child to:
1.
Write numbers containing zeros
2.
Solve problems containing numbers
3.
Collaborate with friends
4.
Analyse and communicate
Answer: 4. Analyse and communicate
Answer: 4. Analyse and communicate
60. If a learner is
having problem with numbers and calculations she/he may be having disability
know as:
1.
dyscalculia
2.
visual – spatial organization
3.
dyslexia
4.
dysgraphia
Answer: 1.
dyscalculia
Thanks for sharing this content with us..Really amazing blog
ReplyDeletePlease keep posting ..!!!
I recommended also visit: paper writing
Wow cool post, thanks for sharing
ReplyDeleteI recommended also visit: writers
We are tied directly into the sate’s renewal database which allows us to process your request almost instantly. Best case study paper services
ReplyDeleteUseful resource!
ReplyDeleteNice blog!
ReplyDeleteCompetition Guru provide best CTET Coaching in Chandigarh, Mohali, Panchkula.