Question

Lines a and b are parallel. What is the measure of angle b? Enter your answer in the box. b = ∘ Two horizontal lines the top line labeled a and the bottom labeled b with an angled line intersecting both making eight angles, top right angle labeled seventy nine degrees and the bottom right angle labeled X degrees

Answer 1

It's 79 I took the test

Stay Alive ~ T∅P I-/

Explanation:

Answer 2

The measure of
`m{\angle}b` is
`79^(\circ)`.

Explanation:

Given: Lines a and b are parallel to each other.

To find: The measure of the angle b.

Solution: It is given that Lines a and b are parallel to each other, thus using the parallel lines properties, we have

`m{\angle}a=79^(\circ)` (Vertically opposite angles)

Now,
`m{\angle}a` and
`m{\angle}b` forms the corresponding angle pair, thus they are congruent.

Hence,
`m{\angle}a`=
`m{\angle}b`=
`79^(\circ)`.

Therefore, the measure of
`m{\angle}b` is
`79^(\circ)`.