dx Assume that x= x(t) and y y(t). Let y=? •1 and D2 when x 3. dt dy Find when x=3 dt (Simplity your answer) dt

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A: Here we have to use the concept of differential equations

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A: The formula for the integration is given by  ∫dtt2-a2=12alnt-at+a+C.

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A: 6x2+3x3y−3y2=58

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A: Given :y=t2t=hh=x2

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A: y=x3+9x+5x2-7

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Q: dy_ sec²y 1- 1+x² 2 when x=0 O y=

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Q: Differentiate the function and simplify the answer. y = 8/xe* Select one: dy 4+8V %3D dx VA et 4+8x…

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Q: Find: f 4t Vi + dt =

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