Advertisements
Advertisements
प्रश्न
P, Q, R and S are four different integers on a number line. From the following clues, find these integers and write them in ascending order.
i) S is the least of the given integers.
ii) R is the smallest positive integer.
iii) The integers P and S are at the same distance from 0.
iv) Q is 2 units to the left of integer R.
Advertisements
उत्तर
According to the clues, plotting the points on a number line, we get
As S is the least of the given integers, it is placed at the left most end.
Since R is the smallest positive integer, it is placed next to the right of 0.
As Q is 2 units to the left of R it is placed as the left next number of 0.
P and S are at the some distance from 0. P is placed opposite to S.
∴ Ascending order: S < Q < 0 < R < P.
APPEARS IN
संबंधित प्रश्न
Fill in the blanks by appropriate symbol
0 ...... 7
Fill in the blanks by appropriate symbol
-6 ...... 6
Write the following integers in the increasing order: −23, 12, 0, −6, −100, −1
Write the following integers in the decreasing order: 51, −53, −8, 0, −2
Put the appropriate signs as <, > or = in the box
−999 `square` −1000
Arrange the following integers in ascending order.
−28, 6, −5, −40, 8, 0, 12, −1, 4, 22
Arrange the following integers in descending order.
14, 27, 15, −14, −9, 0, 11, −17
Arrange the following integers in the ascending order:
–2, 1, 0, –3, +4, –5
When we change the order of integers their difference remains the same.
Draw a number line and answer the following:
If we are at –6 on the number line, in which direction should we move to reach –1?
