GENERAL INSTRUCTIONS (Please read the following instructions very carefully)
1. Question marks are mentioned with each Question.
2. Please write neat and clean hand-writing on Answer Sheet. Use Margin on right side and left side of Answer Sheet.
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4. Do not click the button Submit Test before completing the paper on Answer Sheet.
5. This is a ONE TIME attempt test. Once started, it cannot be reversed or attempted again.
6. Take photo of all the Sheets and make single pdf file.
1
The number of non square numbers that lie between the square of 151 and 152 are ___________
304
306
302
300
2
Observe the following pattern
and find the value of
99
199
299
3
What must be added to 4931 to make it a perfect square?
115
110
111
15
4
What is the unit digit of the square of 93 and 72 ?
9,4
4,9
1,9
9,1
5
How many natural numbers lie between squares of 13 and 14.
22
26
20
36
6
Find the square of -15.
150
225
- 225
none of these
7
Find the square of .
18
doesn't exist
8
The square of -9 is _______________
-81
81
-18
9
Find the number of non square numbers that lie between the square of 17 and 18 .
32
34
38
10
Observe the pattern
and find
420
430
340
440
11
What must be added to 15370 to make it a perfect square?
16
12
The unit digit of the square of 123 and 78 are __________
6,1
9,9
1,6
9,6
13
The number of natural numbers lying in between the squares of 238 and 239 , 800 and 801 respectively are _______________________ .
436, 1600
486, 1600
456, 1600
476, 1600
14
256 can be express as the sum of first ___________________ consecutive odd numbers.
What is the difference between the squares of largest three digit number and its consecutive ?
1999
2099
9999
1099
find
584
585
589
564
17
What must be added to 33404 to make it a perfect square?
190
85
80
The unit digit of the square of 729 and 588 are _______________
4,1
1,4
19
Find the number of natural numbers lying in between the squares of 124 and 125.Also find the number of natural numbers lying in between the squares of 134 and 135.
248, 258
258, 268
248, 268
None of these
Find the sum of first 5 odd natural numbers using properties of square.
25