e^3z analytic or not ?

Q: 2. the inde fincte Integial X+8)(Vã-8) da

A: Just first the simplification of given integral and then integrate ∫xndx=xn+1n+1+C, where C is the…

Q: 4 te ఎం

A:

Q: Calculate the derivative 25 using Part 2 of the Fundamental Theorem of Calculus. 25 dt =

A: Given: ∫-1x6t2-t25dt

Q: What is harmonic, or Fourier analysis

A: Definition of harmonics "The term harmonic comes from acoustics. It refers to the vibration of a…

Q: Implicit differentiation of x^2y^2=4

A: we have to find the implicit differentiation

Q: Use implicit differentiation to find y' for 5æ y? + In(xy) = Preview 5.

A:

Q: Give a discussion as to why differentiation and integration are inverse processes. You should…

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Q: Find the most general antiderivative of the function.(Check your answer by differentiation.)

A: To find the antiderivative we integrate the given function c=integration constant

Q: 1 Find the derivative of f(x) = - at x= 3 %3D (Type an integer or a simplified fractic 21 %3D

A:

Q: Differentiate: (etan(x)) /(1+x)  Show all working out.

A: Given  etanx1+x. We have to differentiate it. Used formula:- ddxfxgx=gx⋅ddxfx−fx⋅ddxgxgx2 Here,…

Q: 5y + xy-

A: Differentiation: 5y+xy-4=0 ddx(uv)=udvdx+vdudx ddx(y)=dydx

Q: True Or False: Derivative of (arcsin(x^3))^4 = [12x^2 (arcsin(x^3))^3] / sqrt(1-x^6)   Show…

A:

Q: 4 %3D 2.

A: Consider the following equation: 4x2-5y2=4 Differentiate the above equation with respect to x:…

Q: alue Theorem to approximate the value of

A:

Q: How is Green’s Theorem similar to the Fundamental Theorem of Calculus ?

A: How is Green’s Theorem similar to the Fundamental Theorem of Calculus ?

Q: Tangent

A: Tangent in geometry   A line that touches the circle at a single point is known as a tangent to a…

Q: What is Properties of fourier transform

A: Properties are:-  1.Linearity 2. Time shifting  3. Congugation 4. Area under x(t) 5.Area under x(jw)…

Q: とゃ + sinhixe[ 」 sa sequence %3D メレ of functon. allacx) is seauance of function L divergent or…

A:

Q: Integration is the reverse process of differentiation.

A: Given,            Integration is the reverse process of differentiation.To find : State true or…

Q: ∫6x5−7x3+12x2−10 dx Evaluate indefinite anti-differentiation

A:

Q: X+ Jenk %3D

A: Here is the solution

Q: =) Give a discussion as to why differentiation and integration are inverse processes. You should…

A:

Q: Show that (x ln(x)) ‘ = 1 + ln(x) using the Product Rule for Differentiation.

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Q: he surface al derivative

A:

Q: integra 6. XVx - 8 dx Je

A:

Q: Using method of sub., find the Anti-derivatives

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Q: Qa/ Explain the rule of maximum and minimum using Derivatives with an example?

A:

Q: Fin derivative of the funclions. y=Log

A: The given function is: y=log3xx-12

Q: 2. Arcsin(x/y) = 4x + 3y %3D

A:

Q: Use

A: We use exponential shift theorem.

Q: Justify the hyperbolic function based on the six hyperbolic functions: 1. sinhx coshx

A: To Examine: whether sinhx=coshx or not, using the definition of the hyperbolic function.

Q: give a problem and solution for differentiation rule of exponential and logarithmic functions in…

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Q: 4th degree polynomial of y=sinxcosx centered at x=pi

A:

Q: 2) 2. 5メ4. +IntaltG 니

A: Please see the answer below.

Q: Evaluate the second derivative of the function at the given point. Use a computer algebra system to…

A: we have to find the second derivative of the function at the given point. f(x) = cos x2 , (0, 1)

Q: Give 5 example of Reciprocal rule of Basic Integration Formula.

A: Given: Give examples of the reciprocal rule of the basic integration formula The reciprocal rule for…

Q: tangent

A:

Q: With the use of examples, differentiate between horizontal integration and vertical integration.

A: Here , we have to differentiate between horizontal integration and vertical integration

Q: How is integral calculus related to differential calculus?

A: Solution

Q: en equation using

A:

Q: Use the intermediate value theorem to show that there is a solution to x− √ x−ln x = 0 on the…

A: Use the intermediate value theorem to show that there is a solution to x− √ x−ln x = 0 on the…

Q: sinh x O Compute the derivative of f(x) = (cosh x)

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Q: Draw the function x = 2y- y2 by using the tools of derivatives? %3D

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Q: How do the two versions of Fundamental Theorems of Calculus enable us to understand further…

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Q: How do you prove the general power rule of derivatives using the inverse property (x^n=e^(nlnx))?

A: The general power rule:

Q: Explain how to find a differential of a function.

A: Let us consider a function f(x) and its differential to be f'(x)

Q: function with form y = ax

A: Given,  A power function y=axp passes through the points 3,781 and 6,71296. The equation of power…

Q: Describe at least two (2) similarities found in methods of integration and methods of…

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Q: WHAT RECONFIGURATION DO WE NEED TO DO TO INCREASE DIFFERENTIATION

A: When we intend to increase the differentiation, the ground crux is to increase the order of…