Question

What is the value of g? How do I find the angle value of g

Answer 1

g = 27 degrees

Explanation:

we know that the 80 degree angle and the angle of 53 + g degrees are vertical angles. by definition, vertical angles are opposite each other and equal the same amount. therefore, we can create an equation that equals these values to one another.

53 + g = 80 subtract 53 from both sides

g = 27 degrees

Answer 2

27°.

Explanation:

Vertically opposite angles are two angles that are opposite each other at a vertex and are created by two straight intersecting lines. They are also sometimes called vertical angles and congruent to each other.

In this case

53° and g° is the vertical opposite angle of 80°.

Since vertical opposite angles are equal.

So,

`\sf 53^\circ + g ^\circ = 80^\circ`

Subtract both sides by 53°.

`\sf g^\circ = 80^\circ -53^\circ`

`\sf g^\circ =27^\circ`

Therefore, value of g is 27°.