Question

In kite WEAR, ∠WEA=70° and ∠ ARW = 80° . Find the remaining two angles.

Answer 1

Answer:

WEA+AWE+EWA=180

70+X+X=180

110=2XX=55

ARW+RWA+RAW=180

80+Y+Y=180

2Y=100

Y=50

RWE=X+Y=55+50=105

RAE=X+Y=55+50=105

Answer 2

Step-by-step explanation:

we know that sum of a quadrilateral is 360 degrees

if,

angle WEA =70 degree

and ARW=80 degree

triangle WAE is a isoceles triangle

then

w+a+e=180 degree

w+a+70=180 degree

so w=a=110 degree

take a as w

w+w=110

2w=110

so w=55degree

a=55degree