In kite UVWX, mZXUV = 84º, and
mZWVX = 68°. What is mZVWX?
w
H 44°
F 22°
G 42°
J 45°

Answer:
your answer will be H 44°
Step-by-step explanation:
ΔWVX
∠WVX=68°
∠WVX=∠WXV(two sides are equal)
now in ΔVWX-
sum of angles=360
60+60+VWX=180
∠VWX=180-136
=44°
hope it helps
have a great day!!
In kite the angle ∠VWX is 44 degrees.
A quadrilateral is a closed shape and a type of polygon that has four sides, four vertices and four angles
ΔWVX
∠WVX=68°
∠WVX=∠WXV(two sides are equal)
now in ΔVWX
sum of angles=360
68+68+∠VWX=180
136+∠VWX=180
∠VWX=180-136
=44°
Hence, in kite the angle ∠VWX is 44 degrees.
To learn more on Quadrilateral click:
https://brainly.com/question/29934440
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