EduSahara™ Worksheet
Name : Chapter Based Worksheet
Chapter : Squares and Square Roots
Grade : CBSE Grade VIII
License : Non Commercial Use
Question
1
1.
Find the square root of
4467.3030
(i)
66.8379
(ii)
64.8379
(iii)
67.8379
(iv)
65.8379
(v)
68.8379
Question
2
2.
The solution of
√
2
lies between
(i)
1.40 and 1.41
(ii)
1.39 and 1.40
(iii)
1.42 and 1.43
(iv)
1.41 and 1.42
(v)
1.43 and 1.44
Question
3
3.
Find the smallest 3 digit number which is a perfect square?
(i)
102
(ii)
99
(iii)
100
(iv)
101
(v)
98
Question
4
4.
Find the prime factorization of
2160
(i)
2
4
✕
3
3
✕
5
(ii)
2
4
✕
3
2
✕
5
(iii)
2
4
✕
3
4
✕
5
(iv)
2
✕
3
3
✕
5
(v)
5
4
✕
3
3
✕
5
Question
5
5.
If
√
8649
=
93
,
find the value of
√
864900
(i)
928
(ii)
9300
(iii)
93
(iv)
930
(v)
932
Question
6
6.
Find the
square root
of
25
4
(i)
3
(ii)
5
2
(iii)
9
4
(iv)
7
2
(v)
3
2
Question
7
7.
Find the smallest 2 digit number which is a perfect square?
(i)
15
(ii)
16
(iii)
18
(iv)
13
(v)
17
Question
8
8.
Find the number of numbers between
10
2
and
11
2
(i)
19
(ii)
17
(iii)
21
(iv)
20
(v)
22
Question
9
9.
Find the prime factorization of
2016
(i)
5
5
✕
3
2
✕
7
(ii)
2
5
✕
3
2
✕
6
(iii)
2
5
✕
3
2
✕
7
(iv)
2
5
✕
3
3
✕
7
(v)
2
2
✕
3
2
✕
7
Question
10
10.
The solution of
√
6
lies between
(i)
2.4492 and 2.4493
(ii)
2.4494 and 2.4495
(iii)
2.4495 and 2.4496
(iv)
2.4496 and 2.4497
(v)
2.4493 and 2.4494
Question
11
11.
Identify the Pythagorean triplet whose largest number is 17
(i)
{6,13,17}
(ii)
{9,14,17}
(iii)
{7,16,17}
(iv)
{10,16,17}
(v)
{8,15,17}
Question
12
12.
Find the square root of
638.230
(i)
25.263
(ii)
26.263
(iii)
27.263
(iv)
24.263
(v)
23.263
Question
13
13.
The solution of
√
3
lies between
(i)
1 and 2
(ii)
0 and 1
(iii)
3 and 4
(iv)
2 and 3
(v)
-1 and 0
Question
14
14.
Find the smallest 5 digit number which is a perfect square?
(i)
10000
(ii)
10001
(iii)
10003
(iv)
9997
(v)
9999
Question
15
15.
Which of the following is a Pythagorean triplet?
(i)
{16,63,65}
(ii)
{16,65,64}
(iii)
{16,61,65}
(iv)
{16,64,66}
(v)
{16,62,64}
Question
16
16.
Identify the Pythagorean triplet whose middle number is 48
(i)
{13,48,49}
(ii)
{14,48,50}
(iii)
{15,48,47}
(iv)
{15,48,49}
(v)
{16,48,50}
Question
17
17.
The solution of
√
10
lies between
(i)
2.9 and 3.0
(ii)
3.2 and 3.3
(iii)
3.1 and 3.2
(iv)
3.3 and 3.4
(v)
3.0 and 3.1
Question
18
18.
Find the greatest 2 digit number which is a perfect square?
(i)
82
(ii)
83
(iii)
81
(iv)
80
(v)
78
Question
19
19.
If
√
3025
=
55
,
find the value of
√
30.25
(i)
0.6
(ii)
55
(iii)
5.5
(iv)
7.5
(v)
3.5
Question
20
20.
Identify the Pythagorean triplet whose smallest number is 20
(i)
{20,101,102}
(ii)
{20,99,101}
(iii)
{20,100,102}
(iv)
{20,101,103}
(v)
{20,100,103}
Question
21
21.
How many digits are there in the square root of 774400?
(i)
6
(ii)
0
(iii)
3
(iv)
2
(v)
4
Question
22
22.
If
√
4900
=
70
,
find the value of
√
49000000
(i)
70000
(ii)
6998
(iii)
7002
(iv)
700
(v)
7000
Question
23
23.
Which of the following is a perfect square?
(i)
224
(ii)
6
(iii)
726
(iv)
1025
(v)
289
Question
24
24.
Find the smallest perfect square which is divisible by each of the numbers 10,18,14
(i)
6300
(ii)
44100
(iii)
11341
(iv)
88200
(v)
44102
Question
25
25.
If
√
4096
=
64
,
find the value of
√
0.4096
(i)
8.64
(ii)
0.64
(iii)
0.06
(iv)
6.4
(v)
2.64
Assignment Key
1) (i)
2) (iv)
3) (iii)
4) (i)
5) (iv)
6) (ii)
7) (ii)
8) (iv)
9) (iii)
10) (ii)
11) (v)
12) (i)
13) (i)
14) (i)
15) (i)
16) (ii)
17) (iii)
18) (iii)
19) (iii)
20) (ii)
21) (iii)
22) (v)
23) (v)
24) (ii)
25) (ii)