Question

Holla user.


Have an attention please


Can anyone tell me about the short summary of trigonometric function with all its identities and formulae.

One example to

No sparm answer


Fast plz I need it

Answer 1

I hope it's Helpful for you.....

Answer 2

Hey aashii.. here is ur answer.....

TRIGNOMETERY

1 st Identity

Sin ( 90 - Q ) = Cos Q

PROVE =

As we know Sin Q = P/h

And in Figure

P = BC

and

H = AC

And Q = theta

So ,

Sin ( 90 - Q ) = BC/AC = Equation 1

AND COS Q

= BC/AC - Equation 2

From Equation 1 & 2

Sin ( 90 - Q ) = Cos Q

PROVED

2 = IDENTITY

Tan ( 90 - Q ) = Cot Q

PROVE

Tan ( 90 - Q ) = BC/AB - Equation 1

From Figure

Cot Q = BC/AB - Equation 2

From

Equation 1 and 2

Tan ( 90 - Q ) = Cot Q

PROVED

3 = IDENTITY

Cot ( 90 - Q ) = tan Q

PROVE

From figure

Cot ( 90 - Q ) = AB/BC - Equation 1

Tan Q = AB/BC - Equation 2

From equation 1 & 2

Cot ( 90 - Q ) = tan Q

........

1) sin^2 teta +cos^2 teta = 1

2) 1+ tan^ 2 teta = sec^2 teta

3) tanteta = sin ÷ cos

4) cot= cos ÷sin

5) 1+ cot ^2 = cosec ^2

$\huge\bold\orange{Thank\you}$