
Mark \[ - 3\], \[ - 7\], \[ - 4\], \[ - 8\], and \[ - 1\] on the number line.
Answer
573.3k+ views
Hint:
Here, we will mark for \[ - 3\] on the number line by taking three numbers on the left side of the 0, mark for \[ - 7\] on the number line by taking seven numbers on the left side of the 0, mark for \[ - 4\] on the number line by taking four numbers on the left side of the 0, mark for \[ - 8\] on the number line by taking eight numbers on the left side of the 0 and mark for \[ - 1\] on the number line by taking one number on the left side of the 0.
Complete step by step solution:
We are given the number \[ - 3\], \[ - 7\], \[ - 4\], \[ - 8\], and \[ - 1\].
We know that a number line is a straight line with numbers places at equal intervals or segment along its length with 0 as its centre, negative numbers on the left-hand side of 0 and positive numbers on the right-hand side of 0.
First, we will consider the number \[ - 3\].
We will mark this number on the number line by taking three numbers on the left side of the 0, we get
Now we will consider the number \[ - 7\].
We will mark this number on the number line by taking seven numbers on the left side of the 0, we get
Consider the number \[ - 4\].
We will mark this number on the number line by taking four numbers on the left side of the 0, we get
We now will consider the number \[ - 8\].
We will mark this number on the number line by taking eight numbers on the left side of the 0, we get
Now we will consider the number \[ - 1\].
We will mark this number on the number line by taking one number on the left side of the 0, we get
Note:
A pictorial representation of numbers evenly marked on a straight line is a number line. We need to make sure the points on a line are equal distance towards the right side of the number 0 and left-hand side of the number 0 in the number line. Do not get confused that the negative numbers always come on the left-hand side of the number line. When we go on the left of the number line, the numbers start getting smaller. Mark the numbers really carefully on the number line.
Here, we will mark for \[ - 3\] on the number line by taking three numbers on the left side of the 0, mark for \[ - 7\] on the number line by taking seven numbers on the left side of the 0, mark for \[ - 4\] on the number line by taking four numbers on the left side of the 0, mark for \[ - 8\] on the number line by taking eight numbers on the left side of the 0 and mark for \[ - 1\] on the number line by taking one number on the left side of the 0.
Complete step by step solution:
We are given the number \[ - 3\], \[ - 7\], \[ - 4\], \[ - 8\], and \[ - 1\].
We know that a number line is a straight line with numbers places at equal intervals or segment along its length with 0 as its centre, negative numbers on the left-hand side of 0 and positive numbers on the right-hand side of 0.
First, we will consider the number \[ - 3\].
We will mark this number on the number line by taking three numbers on the left side of the 0, we get
Now we will consider the number \[ - 7\].
We will mark this number on the number line by taking seven numbers on the left side of the 0, we get
Consider the number \[ - 4\].
We will mark this number on the number line by taking four numbers on the left side of the 0, we get
We now will consider the number \[ - 8\].
We will mark this number on the number line by taking eight numbers on the left side of the 0, we get
Now we will consider the number \[ - 1\].
We will mark this number on the number line by taking one number on the left side of the 0, we get
Note:
A pictorial representation of numbers evenly marked on a straight line is a number line. We need to make sure the points on a line are equal distance towards the right side of the number 0 and left-hand side of the number 0 in the number line. Do not get confused that the negative numbers always come on the left-hand side of the number line. When we go on the left of the number line, the numbers start getting smaller. Mark the numbers really carefully on the number line.
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