dx = t(1+ t?) sec? x dt

Q: Find dx | cos (P) dt y = dx I3D

A: NOTE: Refresh your page if you can't see any equations. . use the integration rule

Q: find dy/dx. x=sinh(t), y=cosh(t); t=0

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Q: Which of (a) or (b) is equal to d/dx (x sin t)?

A: We have to evaluate ddxxsint

Q: d t In(t)dt} dx 3

A: We will find out the derivative of given function using fundamental theorem of calculus.

Q: Find dy/dx: а. y = cos t dt

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Q: Find dy/dx by implicit differentiation. Væy = 6+ x?y dy/dx

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Q: *show work*

A: Find dy/dx.

Q: Rewrite dx d?y + 3 +y: Sin t ニ dt? dt? dx -4X +S = Cost dz? dt

A: the approach follow:

Q: t sin(2t)dt.

A: Given : ∫tsin2tdt

Q: Find dy/dx by implicit differentiation. V xy = 2 + x?y

A: The given equation is: xy=2+x2y

Q: Find dy/dx by implicit differentiation.

A: Given: x2+y2=64 To Find: dydx by implicit differentiation

Q: g(x) = sin(t? + 1)dt

A:

Q: dy dx Given y=x³ - 2× and = 3. Determine the value of dt when X=2. dt

A: Differentiate the equation y=x3-2x with respect to t. y=x3-2xdydt=3x2dxdt-2dxdt=3x2-2dxdt

Q: t F(x) cos(3t – 1) dt sin z %3D

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Q: Solve e*tany dx+(1+e*) sec?y dy = 0 .

A: Given query is to find the solution of differential equation.

Q: tan x d. y = sec? t dt 3 е. y = dx 1— х2. its

A: We have to find dy/dx for the given function

Q: dx 5. x- + ²x = sin t %3D dt

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Q: x +1 dy =? find y = In x – 1 dx

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Q: sinh x d Find dx 1 dt t2 + 1

A: We will apply Leibnitz theorem to solve it

Q: Find the derivative of the y with respect to t. Y=ln(t^2) dy/dt

A: To find the derivative of Y=ln(t^2) with respect to t.

Q: d Evaluate In(et – t²)dt. Briefly explain your answer. dx '1

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Q: Find dy/dx. x = t?, y = 1-6t dy

A: The objective is to find dy/dx.

Q: rt%3Dr/6 t cos(2t) dt t=D0

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Q: dy Find for y = /12+13t dt. dv

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Q: Find dy/dx

A: Given:y=∫0ex2 1t dtIntegrating formula∫xn dx=xn+1n+1

Q: Find dy/dx: a. y = cos t dt 0,

A: Since you have asked multiple questions in a single request we would be answering only the first…

Q: b) Find fo dy for y = Vt-1 t = sec?x sint

A:

Q: L{S t? cos t dt}

A: Note: Hi! Thank you for the question as per the honor code, we’ll answer the 7th question.  Please…

Q: Find the derivative of y with respect to t. y3 t(ln 10t)2 dy dt

A: we have to find derivative

Q: Find dx 2n S sin (P) at (?)dt y=

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Q: Find for the equation below. dy dt

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Q: L sin(t) dt

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Q: dt sin x cos t dx

A: Please the the explanation below..

Q: dy 1 dx sec?y

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Q: Evaluate: L{t f -t e2t Cos t dt}.

A: Evaluate: Lt∫0te2t costtdt First of all we find    L(cost)=ss2+1L(e2tcost) =…

Q: dy Find dt y = tan? ( sin 't) dy dt

A: Topic :- Derivative

Q: dy Find dx' 1/2 J cos (?) dt y =

A: topic - derivatives and integration

Q: c. d. S* 5(1+ tan(t)) sec? t dt S x²Vx3 + 2 dx С. . π/4

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Q: e'dy + (5t + ye')dt = 0.

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Q: h.w:2 Sit.e-3t sin 2t.dt f(t)

A: Answer

Q: Find the derivative of y with respect to T Y=t(ln 4t)^2 dy/dt

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Q: d t sec(t) dt dx

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Q: dx(t) If the PSD of X(t) is Sry(0). Find the PSD of - dt

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Q: d?y by implicit differentiation, given x³ + y³ = = 8. Find dx d?y dx2 dy 8,

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Q: Find dy/dx.x = t sin(t)y = t2 + 3t

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Q: dx dx dx di + Ri = ESincot ; when t =0, i=0. 10. L dt

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Q: dy Find dt y = tan ( sin (4t - 3))

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Q: d'x dt? de - 4x =0 ,x(0) = 1,(0) = 2 di dt

A: Follow the steps.

Q: dt 13. 1 sec t

A: