Which number is reached if we move $4$ steps to the left of $0$ ?

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Solution

If we consider a number line, we know to the left of $0$ we have negative integers.
Moving $4$ steps to the left of $0$ , will give us the integer $- 4$ .
Hence, the solution is $- 4$ .

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Which number is reached if we move $7$ steps to the right of $- 11$ ?

Q. Answer the following:
i. Which number will we reach if we move 4 numbers to the right of -2?
ii. Which number will we reach if we move 5 numbers to the left of 1?
iii. If we are at -8 on the number line, in which direction should we move to reach -13?
iv. If we are at -6 on the number line, in which direction should we move to reach -1?

Select the correct option.
i. Which number will we reach if we move 4 numbers to the right of -2?
ii. Which number will we reach if we move 5 numbers to the left of 1?
iii. If we are at -8 on the number line, in which direction should we move to reach -13?
iv. If we are at -6 on the number line, in which direction should we move to reach -1?

Draw a number line and answer the following:

(a) Which number will we reach if we move 4 numbers to the right of − 2.

(b) Which number will we reach if we move 5 numbers to the left of 1.

(d) If we are at − 6 on the number line, in which direction should we move to reach − 1?

Which number will we reach if we move 4 units to the right of –2?

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Which number is reached if we move 4 steps to the left of 0?

If we consider a number line, we know to the left of 0 we have negative integers. Moving 4 steps to the left of 0, will give us the integer -4.Hence, the solution is -4.

Which number is reached if we move $4$ steps to the left of $0$ ?

If we consider a number line, we know to the left of $0$ we have negative integers.
Moving $4$ steps to the left of $0$ , will give us the integer $- 4$ .
Hence, the solution is $- 4$ .