we need to find value of $$1-frac{cos^2A}{1- sin A}$$ We know that 1 = $$sin^2 heta + cos ^2 heta$$ Using this we can say $$1+frac{cos^2A}{1- sin A}$$ = 1 - $$frac{1- sin^2 A}{1-sin A}$$ = 1 - 1 - sinA = - sin A
Terms And Service:We do not guarantee the accuracy of available data ..We Provide Information On Public Data.. Please consult an expert before using this data for commercial or personal use
we need to find value of $$1-frac{cos^2A}{1- sin A}$$ We know that 1 = $$sin^2 heta + cos ^2 heta$$ Using this we can say $$1+frac{cos^2A}{1- sin A}$$ = 1 - $$frac{1- sin^2 A}{1-sin A}$$ = 1 - 1 - sinA = - sin A