The difference between an angle and its complement is 10° find measure
of larger angle.
Answers
Answer:
80
Step-by-step explanation:
sum of complementary angles is always 90
therefore larger angle= 90-10= 80
hope this helps pls mark as brainliest
Given : The difference between an angle and its complement is 10°
To Find : measure of larger angle.
Solution:
Let say angle is a and its complement is b
Complementary angles adds up to 90°.
=> a + b = 90°
difference between an angle and its complement is 10°
=> | a - b | = 10°
a + b = 90°
a - b = 10°
=> 2a = 100°
=> a = 50° and b = 40°
a + b = 90°
a - b = -10°
=> 2a = 80°
=> a = 40° and b = 50°
measure of larger angle is 50°
Learn More:
find and measure of an angle which is complement itself - Brainly.in
brainly.in/question/7598016
If a and b are complementary angles then prove that (sinA +cosB)^2 ...
brainly.in/question/7954234