Question

If cosec Tita =29/21.what is the value of chord tita?

(a)20/21
(b)29/20
(c)21/20
(d) 20/29​

Answer 1

Step-by-step explanation:

Hey,, kindly check your questions....

if it is cot tita then answer is = 20/21...

since cosec tita= 1/Sin tita..

and sin tita = P/h,....

therefore cosec tita= h/p

with Pythagoras theorem,

b= 20...

now cot tita= 1/Tan tita..

tan tita= sin tita/cos tita = P/B...

now cot tita= b/p = 20/21

Answer 2

Answer:

21/20

Here is the answer.

Given cosec theta= 29/21

Therefore sin theta(reciprocal of cosec) =21/29

opposite side=21, hypotenuse=29.adjacent side=?

adjacent side= √29^2-21^2

= √841-441

=√400

=20

tan theta = opposite side/adjacent side

= 21/20.

Hope it will help you.

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