Step: 1

In the above number line, the first point is on the 2nd division, which indicates the values of 0.2

Step: 2

The second point is on the 7th division, which indicates the value of 0.7

Step: 3

The difference between these two numbers = 0.7 - 0.2 = 0.5

Correct Answer is : 0.5

Step: 1

Start at 0 on the number line. Move 2 units to the right to show + 2 and again from 0, move 4 units left to show - 4 as shown in the figure.

Step: 2

So, the distance between the numbers - 4 and 2 on the number line is 6 units.

Correct Answer is : 6 units

Step: 1

Start at 0 on the number line. Move 2 units to the right to show + 2 and again from 0, move 6 units right to show + 6 as shown in the figure.

Step: 2

So, the distance between the numbers 2 and 6 on the number line is 4 units.

Correct Answer is : 4 units

Step: 1

Start at 0 on the number line. Move 0.5 units to the left to show - 0.5 and again from 0, move 2.5 units to the right to show + 2.5 as shown in the figure.

Step: 2

So, the distance between the numbers 2.5 and -0.5 on the number line is 3 units.

Correct Answer is : 3 units

Step: 1

Start at 0 on the number line. Move 2.20 units to the left to show - 2.20 and again from 0, move 1.80 units to the right to show 1.80 as shown in the figure.

Step: 2

So, the distance between the numbers 1.80 and -2.20 on the number line is 4 units.

Correct Answer is : 4 units

Step: 1

The length between each part = 2 Units

Step: 2

The Value of A = -3

Step: 3

The value of B = 9

Step: 4

The distance between 0 & -3 = 3 units

Step: 5

The distance between 0 & 9 = 9 units

Step: 6

So, the distance between A and B = 9 + 3 = 12 units.

Correct Answer is : 12 units

Step: 1

The length between - 7 and 5 is divided into 6 equal parts.

Step: 2

Each part represents 2 units.

[12 6 = 2.]

Step: 3

The value of point J is - 4 and the value of point V is 4.

Step: 4

The distance between the points J and V is 4 - (- 4) = 4 + 4 = 8

Step: 5

So, the distance between the points J and V is 8 units.

Correct Answer is : 8 units

Step: 1

Start at 0 on the number line. Move 1.5 units to the right to show + 1.5 and again from 0, move 1.5 units to the left to show - 1.5 as shown in the figure.

Step: 2

So, the distance between the numbers - 1.5 and 1.5 on the number line is 3 units.

Correct Answer is : 3 units

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- Distance
- Distance Formula
- Number Line