in a cyclic quadrilateral abcd , twice the measure of angle a is thrice the measure of angle c find the measure of angle c
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In a cyclic quadrilateral, the opp angles r supplementary. Thus
Angle A + angle C = 180
Now, 2*angle A = 3*angle C
Angle A = 1.5 * angle C
Putting this value in earlier equatin
1.5 angle C + 1 angle C = 180
Angle C =180/2.5
= 72°
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ProBeast513:
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Answer:
∠C=72
Step-by-step explanation:
In a cyclic quadrilateral, opposite angles are supplementary.
⇒∠A+∠C=180
Gien that
⇒2∠A=3∠C
⇒∠A=1.5∠C
⇒1.5∠C+∠C=180
⇒2.5∠C=180
⇒∠C=72
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