SV is an angle bisector of ∠RST. If m∠RSV = (3x + 5)° and m∠RST = (8x − 14)°, find x.

Question

30-10-2015
Mathematics

Answered

SV is an angle bisector of ∠RST. If m∠RSV = (3x + 5)° and m∠RST = (8x − 14)°, find x.

Verified Answer :

Related Questions

Which northern European Renaissance artist was one of the first to paint on wood panels with oil paint He also painted the famous Giovanni Arnolfini and his Bri

Write an essay about success in business 3 parts introductionbodyconclusion Im not native English speaker so help me please and use simple English any answer wi

Which term can be defined as rule by a few individuals a aristocracy b monarchy c democracy d anarchy

what are the possible lengths for x the third side of a triangle if two sides are 21 and 10

Write three examples of decimals that have a 4 in the tenths place

Scientific models can be used to

Due to the collision of an Xray photon of an initial frequency of 3 x 1019 Hz with an electron the photon is scattered by 90 Calculate the new frequency of it C

I need help to expand and simplify

African slaves were brought to the English colonies to meet the demand for

Julik Julik · Answer 1 · 2015-10-30T10:44:16-04:00

Julik Julik

30-10-2015

An angle bisector divides the angle into two angles with equal measures
∠RSV=∠VST=(3x + 5)°

∠RST=∠RSV+∠VST
∠RST=(8x − 14)°

(3x + 5)° +(3x + 5)° =(8x − 14)°3x+3x+5+5=8x-14
6x+10=8x-14
8x-6x= 10+14
2x=24
x=24/2
x=12

Answer Link