Question

Solve for the unknown values.



​

x
=
x= ​
degrees

y
=
y=

Answer 1

I don’t see the diagram or the equations — can you either upload the picture or type the relationships/equations that involve x and y? For example, tell me something like:

- “Angle A = 3x + 15°, Angle B = 2x + 30°, A and B are supplementary,” or
- “In triangle ABC, angle A = x + 10°, angle B = 2x − 5°, angle C = 3x − 25°.”

If you’re not sure how to describe it, here are common cases and how we solve them so you can match yours:

1) Supplementary angles (form a line): a + b = 180°
Example: if a = 3x + 15 and b = 2x + 30, then 3x+15 + 2x+30 = 180 → 5x +45 =180 → 5x=135 → x=27°.

2) Complementary angles: a + b = 90°
Example: a = 4x − 10, b = x + 20 → 4x−10 + x+20 = 90 → 5x+10 =90 → 5x=80 → x=16°.

3) Triangle interior angles: A + B + C = 180°
Example: A = x+10, B = 2x−5, C = 3x−25 → x+10 + 2x−5 + 3x−25 =180 → 6x−20=180 → 6x=200 → x=33.333…°

4) Vertical angles or alternate interior angles: equal to each other
Example: if angle1 = 2x+10 and angle2 = x+40 and they are vertical → 2x+10 = x+40 → x=30°.

Send the exact figure or equations and I’ll solve for x and y step by step.