omponen potential

Q: sinA (1+cosA) prove that %32cosecA (1+cosA) sinA

A: we have to prove  the given statement

Q: Fourier series

A: We want to approximate a periodic function f(t), with fundamental period T, with the Fourier Series:…

Q: Secant method

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Q: De Moivre's Theorem

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Q: ntegral Sa F . 0) & (1, 1)

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Q: 24 Ine" de

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Q: nave joint pdf give e joint CDF of X

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Q: Integration factor of the differe ntial

A: The given differential equation: xdy-ydx=x2y3dx It can be written as dydx-yx=xy3  (i)  (First order…

Q: 5) Midline: Period: Amplitude:

A:

Q: NORMAL APPROXIMATION

A: Here for normal approximation mean = 5000 And Standard deviation = sqrt(5000)

Q: integsate Sin ue go. 1og (Casu) where n-782

A:

Q: tion attache

A: Here we have to find the equation of hyperbola,

Q: angent method

A: Answer:  Tangent method

Q: ine al

A: We know that, ℤ6=0,1,2,3,4,5 A non-zero element a of a ring is said to be a divisor of zero of the…

Q: How can you use Mean Value Theorem to find the time, at which the average velocity of a moving…

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Q: proof Laplas sinh (at) = 51

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Q: (sin z)(sec z+ cot z) da

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Q: inutes on average to complete a specific task. Given that the utes and the times for completing this…

A: Given

Q: Q/Integration Solve secx

A:

Q: What did the equation of the best fit line of the standard curve allow you to calculate

A: Line of best fit: Software procedure for regression in Excel. Enter the given data in EXCEL sheet…

Q: sinA (1+cosA). prove that =2cosecA (1+cosA) sinA

A: Simplification

Q: sinA (1+cosA) prove that :=2cosecA (1+cosA) sinA

A: some important formulas required to solve this question1.) sin2A + cos2A = 12.) 1sinA= cosec A3.)…

Q: te Fourier transfor 33 43

A:

Q: equiva

A: equivalent fractions are fractions that have different numerator and different denominator but same…

Q: sinA (1+cosA) prove that =2cosecA (1+cosA) sinA

A: sinA1+cosA+1+cosAsinA =sinA·sinA+1+cosA1+cosA1+cosAsinA =sin2A+1+cosA2sinA1+cosA…

Q: Measuring the height of a Yellow Meranti is very difficult because these trees grow to heightsover…

A: The regression output for Height as the response variable and "Diameter at breast height" as the…

Q: (X) dx

A: We have to find the integral of the product of the associated legendres.

Q: Differentiation#29

A: Given,

Q: =grating

A:

Q: Area under a curve

A: Let us consider the equation of curve be y = f(x).Let us consider two data points x = a and x = b,…

Q: NTEGRAL CALCULUS - INTEGRATION BY PART

A: Consider the provided integral, ∫ 4x·cos2-3xdx Solve the provided integral by using by parts…

Q: Fourier transform

A: This question is related to fourier transform, We will solve it using given information.

Q: directional deriva

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Q: nterval est Value ign of h" (x) Conclusion

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Q: example of properties of definite integral

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Q: sinh (u + v)= sinh u. cosh v+ cosh u. sinh v и.

A: Consider the Identities for hyperbolic functions and expand the given expression.…

Q: Water flows from a storage tank at a rate of 300 – 7t liters per minute. Find the amount of water…

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Q: 3. Water flows from a storage tank at a rate of (500 – 5t) liters per minute. Find the amount of…

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Q: using secant approach

A: Note:- As per our guidelines, we'll  answer the problem using first mentioned method as particular…

Q: Inverse identity Show that cosh (cosh x) = |x| by using the formula cosht = In(t + Vr - 1) and…

A: Given : cosh-1(coshx)=x for all x   and  cosh-1t=ln (t+t2-1)    Claim :…

Q: Fourier series fixis = x sinx ,xe (…,7)

A: The given problem is to find the Fourier series expansion of the given periodic function with given…

Q: What is differential calculus

A: Differential calculus is a branch of mathematics that deals with rate of change of quantities.

Q: Evaluat lna %3D

A: the question is taken from calculus  and in which we have to  find the integral value of I now we…

Q: Fourier Transform

A: Fourier Transform is f(t)=F[ω]=[∫−∞∞f(t)e−jωtdt]

Q: Bessel fundion Satis fies veyi fy that the Sinx the Bessel equation of

A: We have to verify that the Bessel function J12x=2πxsinx satisfies the Bessel equation of 12.

Q: Qi show that: dsechu) = -sechu.tanu. de

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Q: How can you use Mean Value Theorem to find the time, at which the average velocity of a moving…

A:

Q: Water flows from a storage tank at a rate of (500 − 5t) liters per minute. Find the amount of water…

A: Given: 500-5t

Q: dyda Siny

A: