Question

The figure shows a rectangle ABCD.

E lies on AB such that ADE = 51"
and DCE = 68.
68
Find
(1) AÊD​

Answer 1

Answer:

The answer is 39°

Explanation:

BAD = 90°

ADE = 51°

AED = 180° - BAD + ADE = 180° - 90° + 51°

= 39°

39° is the Final answer

#AnswerforTrees

Answer 2

39° is the required answer.

Explanation:

BAD = 90°

ADE = 51°

AED = 180° - (BAD + ADE)

→ 180° - (90° + 51°)

→ 180° - 141° = 39°