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## Question:

What is the measure of 3?

## Answer:

The measure of **angle 3 **is 60 degrees, the correct option is B.

Given

In the diagram, g is **parallel **to h.

The measurement of **angle 1** is (4x +36).

The measurement of **angle 2** is (3x-3).

**Interior angles;**

The angles that lie in the area enclosed between two **parallel** **lines **that are **intersected **by a **transversal **are also called interior angles.

∠1 and ∠2 are the same side **interior **angles and are **supplementary **then the sum of both angles is equal to **180 degrees.**

The **measure **of the** angle 2 **is = 3(21)- 3= 63 – 6 = 60 degrees.

Hence, Angle 2 and ∠3 are **alternate **angles and **congruent **then the measure of **angle 3 **is 60 degrees.

To know more about **Parallel** **lines **click the link given below.

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