Question

? Question

Segment FG is on a number line with point F at 1.2. Point H lies on FGat 3.15. Point H is the length of FGfrom point G. What
are the location of G and the length of FG?
Type the correct answer in each box. Use numerals instead of words.
The location of G is?
The length of FG is?

Answer 1

The location of G is -1.95. The length of FG is 3.15.

Step-by-step explanation:

In this question, we are given that point F is at 1.2 on a number line and point H lies on segment FG at 3.15, which is the length of FG from point G. We need to find the location of G and the length of FG.

Since point H is the length of FG from point G, we can subtract 3.15 from 1.2 to find the distance between G and H. Hence, the location of G is 1.2 - 3.15 = -1.95.

The length of FG is the distance between F and G, which is obtained by subtracting the location of G from the location of F. Therefore, the length of FG is 1.2 - (-1.95) = 3.15.

Answer 2

Location of G: 6.4

Length of FG: 5.2

Step-by-step explanation:

correct on Edementum/Plato