Find the approximate root of the equation given below using the Secant method correct to three (3) decimal places. x4 - 4x + 4 = 0

Q: Approximate the solution of the equation xlnx=1 with an accuracy of 4 decimal places. Use the…

A: You have not specified the method. I have therefore used the Newton Raphson method.

Q: Find a real root of the equation x^4-x-10=0, using Newton-Raphson method correct to four decimal…

A: We have the equation x4-x-10=0 Now, we need to use the Newton-Raphson method to find the root. By…

Q: EX: f(x) = x* – 9x3 – 2x2 + 120x – 130 equation has a root in (1,2). Find this root with…

A: To determine the root of any function  using False Position method Find initial points x0  and x1…

Q: 1. Find a real root of the equation x³ – 18 = 0, correct to three decimal places by using Bisection…

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Q: Using the successive approXimation Me thod, find the smallest positive root OF x5 - 64X +30=0,…

A: according to the guidelines I am solving only first question

Q: given the function (2x^3)-x+2 if your initial guess was 1, what is your estimate at the root after…

A: Given that, f(x)=2x3-x+2 and x0=1 Formula for finding the root using Newton's method is…

Q: Solve for x and round answers to three decimal places of accuracy: (5**) = 7(4*-2) %3D

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Q: Determine the root of the equation x3 – e–x  + 4 by two open methods and round-off your answers to 3…

A: The given equation is: fx=x3-e-x+4 Two open methods are: Newton's method Secant method

Q: When Newton's Method is used to approximate the root of f(x) = x³ + 2x² - 1 in in the interval [0,…

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Q: Solve for the root (5 decimal places) of the following equations using: A.) Incremental Search…

A: We are given f(x)=1.1288x-sinh(1.3288x)=0 x0=0.5, ∆x=0.1 ,TOL=0.001 Step x f(x) 1 0.5 0.51227…

Q: Which of these initial approximations does not work when using Newton's method to find the roots of…

A: For the Netwon method, f'(x) should be non zero.

Q: Q2: Gives the values of sinhx, coshx ,and find the values of the remaining five hyperbolic…

A: Since, we sinh(x)=43Since, we know that cosh2 (x)-sinh2 (x)=1⇒cosh2 (x)-169=1⇒cosh2 (x)=169+1⇒cosh2…

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Q: Approximate the positive root of the equation x – sinx-1=0 , by performing five iterations of the…

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Q: Q2. Find a root of the equation sin x + x cos x = 0 using secant and Newton-Raphson method. Compare…

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Q: 1. Find the approximate root of the equation using the Secant method correct to three (3) decimal…

A: Note:- As per our guidelines, we'll answer the first part of this problem as both the part have…

Q: Find the first approximate root of the equation 2x^3-2x-5=0 up to 4 decimal places using Xn=1.5…

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Q: Find the root of equation by usung the newton raphson methode f(x) = 0.48x³ -2.7x-5.36

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Q: Find the approximate root of the equation given below using the Secant method correct to three (3)…

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Q: secant

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Q: approximate the root specified to three decimal places using Newton’s Method. Use a plot tochoose an…

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Q: Apply the Newton-Raphson method to find the root of the equation: xsin x=4cosx, that is closer to 1.…

A: As per the requirement of the question we will apply the concept of Newton Raphson Method to reach…

Q: Use the method of Successive Approximation to find a real root of e^x – x^2 = 0 correct to four…

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Q: Q1 Approximate the positive root of the equation x – sinx-1=0 , by performing five iterations of the…

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Q: Approximate the positive root of the equation x – sin.x-1=0 , by performing five iterations of the…

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Q: I Pind the root of the function byusing Newton- Raphson method) with Xo1,where fcx> = x²_5x +6

A: Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: 01 (solve exact de) Y'(2y - xexy) = 2 + yeXY %3D

A: Given differential equation is  y'(2y-xexy)=2+yexy we have to solve this differential equation.

Q: Find the approximate root of the equation given below using the Secant method correct to three (3)…

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Q: Find the root of x3−2x +14=0, correct to 3 decimal places using the Newton-Raphson method.

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Q: Find the x-value where the maximum value of y=sinx−7x^2 occurs. When you need to solve for an…

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Q: Use Newton's method to approximate a root of the equation 2x + 5x +3 = 0 as follows. Let r = 1 be…

A: Given equation is 2x7+5x4+3=0 and initial guess x1=1. We have to find the second approximation x2…

Q: Determine the root of following equation after 2 iterations by secant method use po = 0.5, p1 = las…

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Q: Find the root of the cubic equation 4x3 + 3x2 – 8x – 2 = 0 in the domain [ 1 , 2 ] using numerical…

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Q: Approximate the root of the equation x5 – 5x – 4 = 0, beginning xo = 1.6, and continuing until two…

A: For the solution of the problem follow the next step.

Q: Find a root of an equation f(x) = 2x3 - 2x - 5 using Newton Raphson method %3D

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Q: To roughly estimate the locations of the roots of the equation +x + 3 = 0 and then approximate the…

A: The roots of the equation: f(x)=0 lies in the interval: a, b, if f(a)f(b)<0. Newtons method uses…

Q: Q4/ Find a root by using Bisection method, lying between 0 and 0.5 with error 4% ,the equation 4e*…

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Q: 0.5(x – 4)2 = 2 + In x

A: To calculate the roots of the equation using (i) Newton Rapson (ii) Bisection iterative techniques

Q: Find a real root of the equation x 18 0, correct to three decimal places by using Bisection method.

A: The given function is  f(x) = x3 - 18 Let the root is between [2, 3] According to the Bisection…

Q: 3. Find the positive root of the equation r – 3r +1 = 0 correct up to 3 decimal places using Secant…

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Q: a. e¯* – 3logx = 0 ||

A: Consider the given function as, fx=e-x-3logx Let root lie between 1 and 2 First find f1 and f2…

Q: find the root of equation by using fixed f(x) = x2 + 2x+ 5 x, 1.5 E= 0..009

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Q: 3. Use Newton-Raphson method with x, =0.7 to find the root of the equation x-+2%3D0, where x>0. Give…

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Q: Adopt Newton Raphson method to determine the root of any algebric equation, with an example.

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Q: Find the roots of the equation via Secant Method using Excel. Attach the solution in excel file.…

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Q: Solve for the DE equation associated by the given function: у %3D Ае2* + Ве* + С. а.

A: the given solution of differential equation isy=Ae2x+Bex+C

Q: (3r+7) Solve for x if 4. %3D (Round your answer to two decimal places) /5

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Q: Find the approximate root of the equation given below using the Secant method correct to three (3)…

A: Given: Using the Secant method, find the approximate root of the equation below to three (3) decimal…

Q: Find a root of the x^4-27=0 equation using the Newton Raphson method (in 4 steps)

A: The given equation is x4-27=0. Let fx=x4-27. Then, f'x=4x3 Here, f2=24-27=16-27=-11<0…