Question

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Answer 1

Answer:

2

Step-by-step explanation:

55 and 50

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Answer 2

Answer:

$\huge\mathbb{\color{aqua}{Answer}$

In ∆WAE,

∠WEA = 70°

WE = AE ≪ Given ≫

∠WAE = ∠EWA ❬ Angles opposite to equal sides are equal ❭ ➜ ➀

∴ ∠WEA + ∠WAE + ∠EWA = 180° ❲Angle sum property ❳

70° + 2 ∠WAE = 180° [from ➀]

2 ∠WAE = 110°

$∠WAE = \frac{110°}{2}$

$\huge\fbox\fcolorbox{pink}{blue}{∠WAE \:=\: 55°}$

∴ the other 2 Angles are 55° and 55°.