Mathematics

Mathematics

Problem

For the curve defined by x=3cos⁡tx=3\cos t and y=4sin⁡ty=4\sin t, the value of dydx\dfrac{dy}{dx} in terms of tt is a) −34cot⁡t-\dfrac34\cot t b) −43cot⁡t-\dfrac43\cot t c) −43tan⁡t-\dfrac43\tan t d) 43cot⁡t\dfrac43\cot t

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