Patterns in Square Differences
Trending Questions
Which one of the following cannot be the square of a natural number?
32761
81225
20164
42437
- 7056
- 889
- 1089
- 729
- 1239
What is the units digit of the square of 56789?
1
4
9
6
The value of 1002−992 is equal to
199
200
201
198
What is the square of the number ?
- 1
- 5
- 10
- 15
If 24, x, 26 form a pythagorean triplet with 26 being the largest number, then find the value of x.
8
11
9
10
The value of (n+1)2−n2 is equal to
2n+2
n+1
n+2
2n+1
(i)3, 4, 5
(ii) 9, 40, 41
(iii) 4, 7, 8
Which of the following cannot be a factor of any positive number?
1
The number itself
0
Square of the integer
- 14, 15
- 14, 16
- 15, 17
- 15, 16
All numbers of a Pythagorean triplet are odd. State whether the statement is true (T) or false (F).
- True
- False
The value of 552−542 is equal to
109
119
129
111
The value of 722−712 is equal to
145
147
148
143
- 1, 1, 2
- 3, 4, 5
- 12, 16, 20
- 15, 8, 17
The value of 622−612 is equal to
121
123
124
122
- 300
- 150
- 75
- 37.5
- A(A−1)
- A(A+1)
- 2A+2
- 2A−2
If 752−742=75+x, then the value of x is equal to
74
75
76
77
- 3.2768
- 0.32768
- 32768
- 32779
- 2
- 4
- 5
- 3
- 11
- 19
- 16
- 121
- 256
- 381
- 8
- 64
Find the squares of these numbers:
(i) 30
(ii) 400
(iii) 7000
(iv) 6 × 1025
The value of 2012−2002 is equal to
401
403
404
402
- Both A and C
- negative , right
- positive, right
- negative, left
- 3.2768
- 0.32768
- 32768
- 32779
- -12
- 121
- 144
- 11
Mention the squares of (a) +7 (b) (−4)