Asked by Isabelle
Angle A measures (x + 13) °. Angle B is complementary to angle A and measures (2x +23) °.
a. Write and solve an equation to find the value of x.
Not sure how to write the equation but the value of x = 18
b. What are the measures of angle a and angle b?
angle a = 31°
angle b = 59°
a. Write and solve an equation to find the value of x.
Not sure how to write the equation but the value of x = 18
b. What are the measures of angle a and angle b?
angle a = 31°
angle b = 59°
Answers
Answered by
Isabelle
I just need help writing the equation, can someone help please?
Answered by
PsyDAG
Complementary means they add up to 90 degrees.
(x+13) + (2x+23) = 90
(x+13) + (2x+23) = 90
Answered by
Al
how did you get x without writing the equation? lol anyway
90=2x+23+x+13
90=3x+36
54=3x
18=x
90=2x+23+x+13
90=3x+36
54=3x
18=x
Answered by
Lisha
34
Answered by
Cooper B.
Looks good (x+13) + (2x+23) = 90
What I do first may be different from what other people do first but what I do
first is combine like terms 3x+36. 90-36=54. Then, 3x/3 54/3 x=18. Then take the original equation (x+13) + (2x+23) = 90 and make the x's 18. (18+13) + (36+23) = 90
Angle A: 31
Angle B: 59
What I do first may be different from what other people do first but what I do
first is combine like terms 3x+36. 90-36=54. Then, 3x/3 54/3 x=18. Then take the original equation (x+13) + (2x+23) = 90 and make the x's 18. (18+13) + (36+23) = 90
Angle A: 31
Angle B: 59
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.