Question

What is the degree of angle e and g

Answer 1

Answer: 126 degrees

Explanation:

First, we find the one angles we do the the degree of and that’s 54. The 54 degree angle is the same as the d angle.

Next, the d and e angle make a 180 degree angle, so e can be found by using this equation: 54 + __ = 180. 180 - 54 = 126.

Finally, since d and f, and e and g share the same lines, it means that the angle across from it will have a same measurement. So, if e = 126, then g has to also equal 126 degrees.

Hope this helped!

Answer 2

e=g = 126 degree

Explanation:

e = g (opposite angles's property)

g+ b = 180 ( supplementary angles's property)

b = 54 degree (opposite angles's property)

-> g = 180-54 = 126

-> e = 126 degree