Question

Represent -7, -9, 4 and 11 on the number line.

Answer 1

Hint: We need to represent the integers -7, -9, 4, and 11 on the number line. To solve such questions, one needs to have imagination and a basic idea of how a number line looks. We can use the number line to represent whole numbers, which can be either positive or negative.

Complete step-by-step solution:
We are given the integers -7, -9, 4, and 11 and are asked to represent them using the number line. We will be solving the given question using the concept of the number line.
Let us imagine that the number line can be thought of as a one-way path and the respective signs of those numbers as the direction of movement on that path.
If we have positive numbers, then we move towards the right-hand side of the number line, and if the number is a negative then we move towards the left of the number line.
We always start from the base or the origin position which by default is taken as $0$ .
According to the question,
We have to represent the number -7 on the number line. For the number -7, we have to take seven steps towards the left or negative direction from the origin position.
Following the same, we get,

We have to represent the number -9 on the number line. For the number -9, we have to take nine steps towards the left or negative direction from the origin position.
Following the same, we get,

We have to represent the number 4 on the number line. For the number 4, we have to take four steps towards the right or positive direction from the origin position.
Following the same, we get,

We have to represent the number 11 on the number line. For the number 11, we have to take eleven steps towards the right or positive direction from the origin position.
Following the same, we get,

Note: A number line can prove to be very useful to tell which numbers are greater or lesser and to add or subtract small problem statements. A number on the left of the number line is less than the number on the right of the number line.