Question

would appreciate if you did both problems thank you !!!
7) Identify the relationship between the two
angles shown below (Corresponding, Alternate
Interior, or Same-Side Angles). Then, solve for x
15x + 5
95°

Answer 1

Answer:

The first one are alternate interior angles and x=6. The second one are corresponding angles and x=5

Step-by-step explanation

1.) The first ones are alternate interiors because they are both interior and alternating (I honestly don't know how to explain that) and x=6 because 15x+5=95 so that means 15x=90 and 90/15=6.

2.) The second one are corresponding angles because they have the same relative location on the transversal and x=5 because algebra.

We can do 23x - 2 = 8 + 21x. Then we combine like terms by doing same to both sides:

23x - 2 = 8 + 21x

-21x  +2 =+2  -21x

2x          =        10

Then divide both sides by 2

2x          =         10

/2                       /2

x             =          5

I hope this makes sense