(1-tan^2 30°)/(1+tan^2 30°)=
Answers
Answered by
3
tan 30 = 1/root3
squaring on both sides
tan^2 30 = 1/3
now,
1- tan^2 30/ 1+ tan ^2 30
=1- (1/3) / 1+ (1/3)
=(3-1/3)/(3+1/3)
=2/3*3/4
=2/4
=1/2
squaring on both sides
tan^2 30 = 1/3
now,
1- tan^2 30/ 1+ tan ^2 30
=1- (1/3) / 1+ (1/3)
=(3-1/3)/(3+1/3)
=2/3*3/4
=2/4
=1/2
Answered by
3
Step-by-step explanation:
formula, cos2A=(1-tan^2A)/(1+tan^2A)
putting A=30°
cos2(30°)=cos60°
= 1/2
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