Prove that 1/(cosec theta - cot theta) - 1/ sin theta = 1/sin theta - 1/( cosec theta + cot theta)

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prove that 1/cosec theta - cot theta - 1/sin theta = 1/sin theta - 1/cosec theta + cot theta.

`1/(cosec theta-cot theta) - 1/(sin theta) = 1/sin theta - (1)/(cosec theta + cot theta)`

Q103 | Prove that (cot⁡θ+cosec⁡θ-1)/(cot⁡θ-cosec⁡θ+1)=(1+cos⁡θ)/sin⁡θ | cot theta + cosec theta -1 b

Prove that (sin theta)/(1- cos theta)=cosec theta + cot theta

cos theta / 1 + sin theta = 1 - sin theta / cos theta | Trigonometry class 10

tan theta/1-cot theta + cot theta/1-tan theta= 1+ sec theta cosec theta

Q40 | Prove that sin theta / 1 - cos theta = cosec theta + cot theta | sin⁡ theta by 1 - cos theta

sin theta / 1 - cos theta = cosec theta + cot theta #class10maths #trigonometry