Question

Represent -2/13,5/13,-9/13 on the number line

Answer 1

Step-by-step explanation:

1,-13/13,-12/13,-11/13,-10/13=C,-9/13,-8/13-7/13=B,-6/13,-5/13,-4/13,-3/13=A,-2/13,-1/13,0,1/13.

Answer 2

Step-by-step explanation:

• In a number line, the real numbers to the left of zero are negative and the real numbers to the right of zero are positive.

• Step 1:- As all the three values are given from the range of -1 to 1 and each value is a division in thirteenths, we need to first divide -1 to 0 into thirteen divisions, viz. -1/13, -2/13, -3/13, -4/13, -5/13, -6/13, -7/13, -8/13, -9/13, -10/13, -11/13, -12/13, and -13/13, making it a total of 6.5cm with the distance between two divisions being exactly 0.5cm.
• Next, we need to divide 0 to 1 into 13 divisions in the similar way, viz. 1/13, 2/13, 3/13, 4/13, 5/13, 6/13, 7/13, 8/13, 9/13, 10/13, 11/13, 12/13, and 13/13 with the total distance being 6.5 cm, with the distance between each two divisions being exactly 0.5cm.

• Step 2:- Now, we need to take a pencil and mark as a bullet point on -9/13 which is the 5th division in the number line from the left end.

• Step 3:- Next, we need to mark as a bullet point on -2/13, which is the 12th division in the number line from the left end.

• Step 3:- Next, we need to mark as a bullet point on 5/13, which is the 9th division in the number line from the right end.

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