Find the derivative: eY sin(x) = sec(xy) – 5 dy dx

Q: Find dy/dx by implicit differentiation   Cos(xy)  = 1  +Sin y

A: Differentiate both sides with respect to x. Using product rule and chain rule.

Q: Find the derivative. x10 12) y = cos /t dt

A: We differentiate both sides with respect to x

Q: Dy = le, () logs Csc 2y tan X

A:

Q: Use implicit differentiation to find the derivative dy/dx of the following: x5 + 4x*y-y² = 8 (3 m

A: I have explained everything with in the solution. Please go through that.

Q: If y = (3x)4*, then dy dx (Be sure to express your answer in terms of x) =

A:

Q: dy Solve the derivative for the function x arcsin e', y = v1 – e2t. dx

A:

Q: Take the derivative of the following: Dy= 3xe y = e (3) e y = @y= In () 10 Y=ln (In x)

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Q: Find the derivative of y with respect to x. y = In (tan -1 (9x5))

A: Given : y=lntan-19x5

Q: Find the derivative. y = x In(x) + x

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Q: Find the derivative dx dy for the equation y = e* sec(x') and simplify.

A: We have to find derivative dydx for the equation: y2=e4xsecx3 We know the formula for derivatives,…

Q: sin Vx z = 1+ cos Vx COS

A: We havez=sinx1+cosx