do = r.tan0, 0(0)=r dr Q3\| Solve the following DE - %3D

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Q: 03 Solve by Using be ta function -2/3 (-)" dx

A: (3) We have to solve the integral ∫01x−231−x12dx using beta function. The exponent -23 can be…

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Q: the time is takes to run 5 kilometer race its descrete or continous

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A: clc;clear all;close allx=-1:0.01:2;y=exp(x)+x-4;plot(x,y,'color','blue')xlabel('x')ylabel('f(x)')ax…

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Q: -dx х2-1 2,

A: we have to perform some mathematical operations to solve this, then using partial fraction to get…

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A: The equation in the form f(x)=0 is called a transcendental equation. The solution of the equation is…

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A: To differentiate the given function using chain rule.y=tan3x23+ln5x4

Q: r10 xe -dx (x+2)(x+3)(x² – 1)

A: Using gaussian 5point quadrature

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A: Given differential equation is: Solution of differential equation is sum of complementary function…

Q: solve for t

A:

Q: will allow as te solve for x?

A: we have to tell which equation will allow us to solve for x.

Q: *- y = ey %3D

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Q: + xy' + y = 8 Inx

A: Consider the given differential equation as x2y''+xy'+y=8lnx. Since the differential equation is…

Q: would I solve thi

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Q: solve cosh-bx=tanhtx %3D

A: x is real or complex

Q: b) By using appropriate substitution, solve the integral 7x dx. (1–4x)"

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Q: Q #03 by using be ta function Solve 2/13 dx

A: We have to find the integral of x-2/3 (1 - x)1/2 dx from 0 to 1 using the help of beta function.

Q: 1. Solve for the root using Fixed point method with initialguess of Tf = -100 Es =0.001%…

A: Since you have asked multiple question, so as per our guidelines we can solve first one only. For…

Q: Two bicyclists begin a race at 8:00 a.m. They both finish the race 2 hours and 15 minutes later.…

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Q: find the roots using secant method. Stop until at 15th iteration or when approximate percent…

A: The secant method is xn=xn-1-fxn-1xn-1-xn-2fxn-1-fxn-2. The function is fx=2x4+13x3+29x2+27x+9 Set…

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A: We need to find a linear equation that has the same solution set as the given equation.

Q: Prove that E = ehd.

A: By the defination, fx=fx+h....1∆fx=fx+h-fx∆fx=Efx-fx∆fx=E-1fx Therefore, ∆=E-1E=1+∆.....2

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A: We have to find the value of integral

Q: use graphs to find approximate solutions ex = 4

A: we have to use the graph to find the approximate solution of ex=4.

Q: Solve by the method of successive approximat ion

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Q: Use the method of Variation of Parameters to solve. SHOW WORK. у" - у' — 2у %3D 2е-t

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Q: Solve y sing : Charpit's method

A: (i) Given q=3p2 . . . .(1) Let f=q-3p2=0 As x, y, z are absent.  ∴fx=fy=fz=0 By Charpit's method…

Q: 9. dx V25+x2

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Q: Evaluate dx .

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Q: Use Newton's method to find solutions of the non-linear equation for five iterations. Show working…

A: Here we will apply the process of Newton's method

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Q: Use Newton- Rophson Methad to find th Of the equalion in the range Solution ex t x- 10, ex + X -

A: If an equation is f(x)=0, then according to Newton Raphson method: Xn+1=Xn-f(Xn)f'(Xn)…

Q: Solve for the arbitrary constant. Show complete solution. ln y = c1sin3x + c2cos3x + 9x2-2

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Q: 0.2+ 25x+ 3x2) dx

A: Simpson's 13 rule: ∫abdx=h3(y0+4(y1+y3+y5+...++yn-1)+2(y2+y4+y6+...+yn-2)+yn)   Simpson's 38 rule:…

Q: (0.2t25x+3x²) dx

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Q: =sec (Xty)

A: dydx=secx+y  Let v=x+y  1+dydx=dvdx  dydx=dvdx-1  dvdx-1=secv dvdx=secv+1 dvsecv+1=dx