what is sinxcosx

what is sinxcosx Answer link Depending on the route you take valid results include sin 2 x 2 C cos 2 x 2 C 1 4cos 2x C There are a variety of methods we can take Substitution with sine Let u sin x This implies that du cos x dx Thus intunderbrace sin x uoverbrace cos x dx du intudu u 2 2 C color blue sin 2 x 2 C

d dx sinxcosx cos2x The product rule can be used to differentiate any function of the form f x g x h x How do you find the derivative for f x sinxcosx Calculus Differentiating Trigonometric Functions Derivative Rules for y cos x and y tan x 1 Answer

what is sinxcosx

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what is sinxcosx
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Explanation Suppose that sinx cosx Rsin x alpha Then sinx cosx Rsinxcosalpha Rcosxsinalpha Rcosalpha sinx Rsinalpha cosx The coefficients of sinx and of cosx must be equal so Squaring and adding we get R 2cos 2alpha R 2sin 2alpha 2 so R 2 cos 2alpha sin 2alpha 2 R sqrt2 cos x sin x sin 2x 2 So we have cos x sin x If we multiply it by two we have 2cos x sin x Which we can say it s a sum cos x sin x sin x cos x Which is the double angle formula of the sine cos x sin x sin x cos x sin 2x But since we multiplied by 2 early on to get to that we need to divide by two to make the equality

How do you find the derivative of y sqrt x using the definition of derivative x npi pi 2 where n is an integer sinxcosx cosx 0 hArrcosx sinx 1 0 i e either cosx 0 and x

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sin x cos x sin x cos x sin x sin x cos x cos x sin x cos x sec x csc x x npi 2 where n is an integer sinxcosx 0 i e 2sinxcosx 0 or sin2x 0 Hence 2x npi where n is an integer

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what is sinxcosx - cos x sin x sin 2x 2 So we have cos x sin x If we multiply it by two we have 2cos x sin x Which we can say it s a sum cos x sin x sin x cos x Which is the double angle formula of the sine cos x sin x sin x cos x sin 2x But since we multiplied by 2 early on to get to that we need to divide by two to make the equality