Answer: A=29o Step-by-step explanation: Given that sin3A=cos(A−26) cos(90−3A)=cos(A−26) [sinθ=cos(90−θ)] Comparing angles 90−3A=A−26 −3A−A=−26−90 −4A=−116 A=4116 A=29o I hope you understand.. Reply
Answer:
A=29o
Step-by-step explanation:
Given that
sin3A=cos(A−26)
cos(90−3A)=cos(A−26) [sinθ=cos(90−θ)]
Comparing angles
90−3A=A−26
−3A−A=−26−90
−4A=−116
A=4116
A=29o
I hope you understand..
Answer:
sin 3A = cos (A-26°)
cos(90°-3A)=cos (A-26°)
90°-3A=A-26°
90°+26°=A+3A
116°=4A
A=29°