Question

E is equidistant from the sides of HGF. Find m FGH. The diagram is not to scale.

Answer 1

@ehuman

Answer 2

@Mr.NiceGuy27 can you help please

Answer 3

@Mieeeel

Answer 4

All points which are equidistant from the sides of an angle lie on the bisector of the angle.

So, that means that (4x + 2) = (6x - 10)

Solve for x and plug that value into (4x+2) and double to get the measure of angle FGH.

Answer 5

The answer is among the options.

Answer 6

2x-8

Answer 7

do i dived 8 from 2 then put it in 4( ) + 2

Answer 8

(4x + 2) = (6x - 10)

4x + 2 = 6x - 10

4x - 6x = -10 -2

-2x = -12

x = ?

Answer 9

6

Answer 10

4(6)+2=26

Answer 11

The value of x that you get from above ^^ will go into 4( ) + 2.

4(6 ) + 2 = 26. That is one-half the angle FGH. So, double the 26 to get the measure of <FGH.