-1 if y = rsin V1-x „Find dy dx

Q: find dy/dx in terms of x and y if arctane(x^3 y)=xy^3

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Q: dx dy at z = - 5 if y = 3x-3 and dt Find -1. dt dx dt

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Q: dx dy Find at x = 1 if y = – 5x´ – 3 and 5. - dt dt dx dt

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Q: 37. - dy y. dt

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Q: dx =- 1. dt dy at x = 2 if y = 4x° – 2 and dt %3D Find - dy dt

A: Given: y=4x2-2 and dxdt=-1 To find: dydt, when x=2.

Q: 2(y+1) dy t 2) 2(у + 1)4 dx x+1

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Q: -1 dy find dx If y = %3D (1-VE)

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Q: Let y tan 1)2x then dy/dx at x-1 is

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Q: 7 Find dy (b) x siny-ycosx-y = 1. dx

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Q: Find dy/dx if y2 = x2 + sin xy

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Q: dy Find for three only: dx 1) y = In(cos x . Inx²)

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Q: 28. Differentiate implicitly to find dy/dx if x + x/y = 7.

A: Given, x3+x/y=7 we can also write as yx3+x=7y,  or y=x7-x3 derivate both side w.r.t x…

Q: dy dt when x = 2. Let xy = 3 and Find dx dt 5.

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Q: Can you help me step by step?

A: According to the given information the given function is:

Q: dy if y = sin-1 dx 6. Find dy %3D dx

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Q: Find dy if y = (1 – æ*) * dx

A: The function is given by y =1-x314 To evaluate : The expression

Q: Find dy/dx, where xsiny +ysinx=1.

A: Given - xsiny+ysinx=1 To find dydx Here we will use the following formulas- ddx(uv)=udvdx+vdudx…

Q: dy Find at x = dt – 4 if y = dx - 2x2 + 3 and dt 2. - - dy dt ||

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Q: d²y 1.) of y = sinInß and x = In(Inß) dx2

A: Topic = Derivative As per guidelines , At a time only one question can be answered out of different…

Q: Find dy by +xy-X=0 dy=( )dx

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Q: Find dy. y= 2 In (3+x*) dy =|

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Q: Find dy if y=X+Sin xy Find dy if 2x. 3y= 8 2- dx 2

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Q: 3. Find dy/dx of: x'(x-y)-x-y evaluated at x = 0.001 and y = 0.002

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Q: ) Find: dx/dt  at  x=−4  if  y=−3x^2−2  and dy/dt=1. dx/dt=

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Q: Find dy/dx of y=sin-!x+cos -!x dy/dx is Blank 1.

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Q: Differentiate. y =x° In x- dy II

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Q: determine dy/dx if xy = ecsch(x)+picos(0)

A: The given implicit equation is: xy=ecsch(x)+picos(0) Clearly cos(0) = 1, so…

Q: Use Leibniz's rule to find dy dx dy dx for y= 8x-1 √ (t4-5) dt.

A: Concept: Newton Leibniz Theorem : Newton Leibniz A formula for differentiating a definite integral…

Q: Find dy/dx in terms of x and y if arctan (x^3)=xy^3?

A: To find the derivative of the given function.

Q: cos(2y - x) = 3ysin x

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Q: IF x = asec'0 and y = atan '0 dy Find at 0 dx 3

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Q: 8. Find dy/dx- y = sin (1 + x^2/1-x^2)

A: I have stated the used formulas in the solution

Q: Let e 2* = 2 find dy dx at x = 1

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Q: Find xer2 dy if dx = y sin x 1-

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Q: B. Verify that dz/dy dz/dx 1 =. If xy + z = sinz.

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Q: dy (1 + æ)* Find for y dx Ans=

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Q: Find dy dt dy dt at x = 3 if y = 5x² + 3 and dx dt 2.

A: Given:-y=5x2+3dxdt=2 at x=3To find : dydt

Q: - sin y, dz = cos x dx – cos y dy

A: Consider the given differential equation as, dydx=sinx-y

Q: 3. Find dy/dx of: x(x-y)-xーy evaluated at x = 0.001 and y = 0.002

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Q: Q3) Find dy/dx if 1- y= In /x 2- y3xsin

A: 1) d(ln(x))dxApply the chain rule: 12ln(x)d(ln(x))dx

Q: 8. Find dy/dx in terms of x and y using implicit differentiaton 5y 4 +x 2 = 9

A: Step for implicit differentiation: (1) Differentiate with respect to x (2) Collect all the…

Q: Find dy/dx y = sec u, u = X- COS X -

A: Given : y = -secuu = x-cosx

Q: Find dy/dx y = -sec u, u = x- COS X |

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Q: what is dy / dx if y^2 = x

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Q: 4.) Find dy/dx. Given: 5x - x'y' = 2y %3D 5.) Find dy/dx. Given: y? + 2xy² – 3x + 1 = 0 | 6.) Find…

A: 4. 5x-x2y3=2y5. y2+2xy2-3x+1=06.1x+1y=1

Q: dy y(ln y- In a +1) %3D dx

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Q: 3. Find dy/dx of: x'(x-y) -x-y evaluated at x = 0.001 and y = 0.002

A: The given equation is x2x-y2=x-y2 at x=0.001 and y=0.002.

Q: 3. dy Find if y 2xy - x: dx = cos X using implicit differentiat

A:

Riemann Sum

Riemann Sums is a special type of approximation of the area under a curve by dividing it into multiple simple shapes like rectangles or trapezoids and is used in integrals when finite sums are involved. Figuring out the area of a curve is complex hence this method makes it simple. Usually, we take the help of different integration methods for this purpose. This is one of the major parts of integral calculus. 

Riemann Integral

Bernhard Riemann's integral was the first systematic description of the integral of a function on an interval in the branch of mathematics known as real analysis.