If \(\displaystyle{\tan (\beta) = \frac{3}{4}} \), find \(\displaystyle{\frac{\sin(\beta) \sec (\beta)}{\cot(\beta)}}\)

**This given is not mine**

If \(\displaystyle{\tan (\beta) = \frac{3}{4}} \), find \(\displaystyle{\frac{\sin(\beta) \sec (\beta)}{\cot(\beta)}}\)

**This given is not mine**

No vote yet

1 vote

×

Problem Loading...

Note Loading...

Set Loading...

## Comments

Sort by:

TopNewestBakit niyo po pinopost as notes yung mga problems niyo dito sir? :) Hehe just curious. – Efren Medallo · 9 months ago

Log in to reply

– Cedie Camomot · 9 months ago

It's okay being a curious child. Nakita ko lang po ito sa aklat ng algebra at hindi ko po alam kung paano ito i solve at nag hintay lang ako kung sinong maka sagot nito. Don't worry this is my part of my research. If you like to solve can you find based on my selected problem?Log in to reply

For this problem, all you need is having command with the basic trigonometric identities.

\[ \frac {sin(\beta) sec(\beta)}{cot(\beta)} \]

\[ \frac {tan (\beta)}{cot(\beta)} \]

\[ tan^{2} (\beta) \]

\[ \frac {3}{4} ^{2} \]

\[ \frac {9}{16} \] – Efren Medallo · 9 months ago

Log in to reply

– Cedie Camomot · 9 months ago

Thanks! \(\ddot \smile\)Log in to reply

– Cedie Camomot · 9 months ago

Ito ba ay part ng trigonometric identites?Log in to reply