4cosec²x - 4cot²x =4(cosec²x - cot²x)
since cosec²x - cot²x =1 always
4cosec²x - 4cot²x=4(1)=4 always
since cosec²x - cot²x =1 always
4cosec²x - 4cot²x=4(1)=4 always
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answer is 4.
4cosec^2x-4cot^x = 4/sin^2x - 4 cos^2x/sin^2x = 4(1-cos^2x)/sin^2x
therefore
4(sin^2x)/sin^2x = 4
Hope that helps
4cosec^2x-4cot^x = 4/sin^2x - 4 cos^2x/sin^2x = 4(1-cos^2x)/sin^2x
therefore
4(sin^2x)/sin^2x = 4
Hope that helps