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

In ∆ARW,
∠R + ∠A + ∠W = 180
⟹Let ∠A = ∠W = x
80 + 2x = 180
2x = 180-80
x = 50
⟹In ∆WEA,
∠W + ∠E + ∠A = 180
⟹Let ∠W = ∠A = y
2y + 70 = 180
2y + 180-70
y = 55
⟹Hence, ∠RWE = ∠RAE = (x + y)
= (50 + 55)
= 105
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