Comparison and Arrangement of Integers
Trending Questions
Which of the following is the smallest integer?
-9
-1
0
2
- 7°C
- -7°C
- -3°C
- 3°C
- After 10:00 pm
- After 12:00 pm
- After 6:00 pm
- After 9:00 pm
- -6, 21
- -14, 9
- -12, 11
- -7, -18
- 1
- 50
- -3
- 9
- 1.8
- 2
- 89
- -5.01
- 5.9
- 1.01
- -2
- \N
- -5
- 6
- -3
The temperature at Delhi was 36oC, Kolkata was at 24oC, Bangalore was at 20oC. Patna, on the other hand, was at 2oC, Shillong at -2oC and Srinagar was at 0oC. Which city is the coolest?
Srinagar
Bangalore
Kolkata
Shillong
Which of the following statements is not true?
The sum of two integers is always an integer.
The difference of two integers is always an integer.
Sum of four integers can never be zero.
-14 > - 8 - (-7)
Arrange in ascending order:
-1, -11 , 111 , -111 , 11 , 0 , 1
-1 , -11 , 111 , -111 , 11 , 0 , 1
-111 , -11 , -1 , 0 , 1 , 11 , 111
1, -11 , -111 , 111 , 11 , 0 , -1
-1 , 11 , 111 , -111 , -11 , 0 , 1
The temperature of different cities are as follows:
Delhi36∘CKolkata24∘CBangalore20∘CPatna2∘CShillong−2∘CSrinagar0∘C
Which city is the coolest?
- Bangalore
- Srinagar
- Kolkata
- Shillong
- 3 x 4
- 3 x (-4)
- (-3) x (-5)
- -6 x 3
- -5 x 6
Compare the following pair of numbers using < or > : -100 & -101.
-4 + (-6)
<- >
- =
Which is greater (−4) or (+3)?
-4 + (-6)
<- >
- =
Insert one of the following <, >, =, ≤ .
(-3) - (-4) ____ (-4) + (-3)
<
>
=
≤
- -2
- \N
- -5
- 6
- -3
When the integers 10, 0, 5, -5, -7 are arranged in descending or ascending order, then find out which of the following integers always remains in the middle of the arrangement.
(a) 0
(b) 5
(c) -7
(d) -5
Arrange the following in ascending order.
i. 21×(−34)×(−12)
ii. (7×8)−9
iii. 7×(8−9)
iv. 21×(−34)×(12)
i < ii < iii < iv
iv < i < iii < ii
iv < iii < ii < i
ii < iii < i < iv
- True
- False
- -6, 21
- -14, 9
- -12, 11
- -7, -18
- 3 x 4
- 3 x (-4)
- (-3) x (-5)
- -6 x 3
- -5 x 6
- greater
- smaller
- equal
- positive
- After 9:00 pm
- After 10:00 pm
- After 12:00 pm
- After 6:00 pm
- -6 x 3
- 3 x 4
- (-3) x (-5)
- -5 x 6
- 3 x (-4)
Statement: (-4) x (-3) __ (-1) x 12
>
=
<- None of the above