Math, asked by hrushibh, 1 year ago

ABCD is a rhombus with angle ABC = 126 DEGREE. Determine angle ACD

Answers

Answered by AnamSiddiqui28
121
Hi I'm anam

Here is the answer to your query.
The given information is represented diagrammatically as

ABCD is a rhombus

∴∠ABC + ∠BCD = 180°

⇒∠BCD = 180° – 126 = 54

AC is the diagram of rhombus ABCD

∴ ∠ACD = (½)∠BCD = (½) × 54° = 27°

The measure of the angle ACD is 27°

Hope! You got the answer.

mark as brilliancy

hrushibh: Thanks
AnamSiddiqui28: mark as brilliancy
Answered by anusharma7429
33

Answer:

ABCD is a rhombus

angle ABC + angle BCD=180 degree.

120degree + angle BCD=180 degree

angle BCD= 180-126=54

AC is the diagonal of Rhombus ABCD.

Therefore angle ACD=1/2×BCD

ACD=1/2×54=27

The measure of the angle ACD is 27 degree.

Similar questions