If in a triangle PQR- 4P 80°,Q= 40° , find 2 R
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Hey mate:
Good Question:
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As,you know in a triangle sum of all angles is equal to 180°.
So,P Q R = 180°,
Substitute the value:
180°-4 P = 80°,
- 4 P=80-180,
- 4 P=- 100,
P=-100/-4,
P=25°,
Now we should find the value of R:
P + Q + R = 180°(sum of all sides = 180°),
Substitute the given values:
25°+40°+R°=180°,
65°+R°=180°,
R°= 180° - 65°,
R° = 115°,
So,2 R = 2(115)°,
⇒230° is the final answer.
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