How do i find angle equation of angle bisector with 2 angles? I have 2 angle, 50° and 3x+1. How do i make an solvable equation with it? Sorry for my bad english!

Question

asked Jul 12, 2021 29.5k views

1 Answer

Yoeriboven · Answer 1 · 2021-07-16T04:48:26+0000

Answer:

50° = 3x + 1, and x ≅
16.3^(o)

Explanation:

An angle bisector divides a given angle into two equal part in degrees.

Now, given that we have <ABC which has been bisected into two angles 50° and 3x + 1.

Since the two angles are equal, then;

50° = 3x + 1 (bisection property of an angle)

So that,

50° - 1 = 3x

49 = 3x

Divide both sides by 3, to have;

x =
(49)/(3)

=
16.3^(o)

Therefore, the value of x is approximately
16.3^(o) .