what is the working to this question?
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Opening the whole square :
→ (cot²x + 1 + cosec²x + 2.cosecx) / (1+cosecx)
As we know 1+cot²x = cosec²x
→ ( cosec²x + cosec²x + 2cosecx) / (1+cosecx)
→ ( 2cosec²x + 2cosecx) / (1+cosecx)
→ 2cosec(1+ cosecx) / (1+cosecx)
→ 2.cosecx
Since cosecx = 1/sinx
→ 2/sinx.
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Regard,
Dhruv, Brainly Benefactor.
→ (cot²x + 1 + cosec²x + 2.cosecx) / (1+cosecx)
As we know 1+cot²x = cosec²x
→ ( cosec²x + cosec²x + 2cosecx) / (1+cosecx)
→ ( 2cosec²x + 2cosecx) / (1+cosecx)
→ 2cosec(1+ cosecx) / (1+cosecx)
→ 2.cosecx
Since cosecx = 1/sinx
→ 2/sinx.
-------------------------------------
Regard,
Dhruv, Brainly Benefactor.
Dhruv00:
Hope this helps you!!!
thanks.it did
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