Math, asked by poojabevinakatti99, 2 months ago

sin (90° - Θ)/cos (90°-) where l is cute is equal to is
a)sec Θ b)cos Θ c)tan Θ d)cosec Θ​

Answers

Answered by jeevanjha062
1

Answer:

Correct option is

C

2

As we know that,

sin(90

o

−θ)=cosθ, cos(90

o

−θ)=sinθ,

cosec(90

o

−θ)=secθ, cot(90

o

−θ)=tanθ,

sec(90

o

−θ)=cosecθ, tan(90

o

−θ)=cotθ

cosec(90−θ)sin(90−θ)cot(90−θ)

cos(90−θ)sec(90−θ)tanθ

+

cotθ

tan(90−θ)

sin(90−θ)

1

×sin(90−θ)×tanθ

sinθ×

cos(90−θ)

1

×tanθ

+

cotθ

cotθ

=

cosθ

1

×cosθ

sinθ×

sinθ

1

+1

=1+1=2

Hence, option C is correct

Answered by llitznakhrebaazll
0

Answer:

the correct option is C

Step-by-step explanation:

hope it helps you ^_^

.

.

♥️

Similar questions