if sec 5A = codec (A+36) where 5A is acute find A
Answers
Answered by
8
sec 5A = cosec ( A + 36)
As A is acute angle then:
cosec ( 90 - 5A) = cosec ( A + 36 ) (Cosec and cosec CANCEL)
90 - 5A = A + 36
90 - 36 = A + 5A
54 = 6A
54/6 = A
9 = A
So the value of A = 9 degree
Mark as brainliest!
God bless you! ^_^
As A is acute angle then:
cosec ( 90 - 5A) = cosec ( A + 36 ) (Cosec and cosec CANCEL)
90 - 5A = A + 36
90 - 36 = A + 5A
54 = 6A
54/6 = A
9 = A
So the value of A = 9 degree
Mark as brainliest!
God bless you! ^_^
Answered by
2
We have,
Sec 5A= Cosec (A+36)
Converting Sec to Cosec
Cosec (90- 5A)= Cosec (A+ 36) {Cancel Cosec on both sides}
(90- 5A) = (A+36)
Solving the equation, we get:
⇒90- 5A= A+ 36
⇒90-36= A + 5A
⇒ 54 = 6A
⇒ A= 54/6
⇒ A= 9
Hence, A= 9°
Sec 5A= Cosec (A+36)
Converting Sec to Cosec
Cosec (90- 5A)= Cosec (A+ 36) {Cancel Cosec on both sides}
(90- 5A) = (A+36)
Solving the equation, we get:
⇒90- 5A= A+ 36
⇒90-36= A + 5A
⇒ 54 = 6A
⇒ A= 54/6
⇒ A= 9
Hence, A= 9°
Similar questions