credit. Solve the following problems using the specified techniques and round off computed values to 5 decimal places. 1. Determine the root of the given function using Interhalving (Bisection) method. Tabulate the results. Use Ea ≤ 0.00001 f(x) = 0.4x³x²-0.2e-0.3x 2. Determine the root of the given function using Regula-Falsi method with Ea ≤ 0.00001 Tabulate the results f(x) = 0.4x³x²-0.2e-0.3x
credit. Solve the following problems using the specified techniques and round off computed values to 5 decimal places. 1. Determine the root of the given function using Interhalving (Bisection) method. Tabulate the results. Use Ea ≤ 0.00001 f(x) = 0.4x³x²-0.2e-0.3x 2. Determine the root of the given function using Regula-Falsi method with Ea ≤ 0.00001 Tabulate the results f(x) = 0.4x³x²-0.2e-0.3x
Chapter2: Solving Linear Equations
Section2.2: Use A Problem Solving Strategy
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Transcribed Image Text:Instructions: Solve the following problems in excel and show the step-by-step solution. Write
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Solve the following problems using the specified techniques and round off computed values to
5 decimal places.
1. Determine the root of the given function using Interhalving (Bisection) method. Tabulate the
results. Use Ea ≤ 0.00001
f(x) = 0.4x³x² -0.2e-0.3x
2. Determine the root of the given function using Regula-Falsi method with Ea ≤ 0.00001
Tabulate the results
f(x) = 0.4x³x² -0.2e-0.3x
3. Determine the root of the given function using Fixed point iteration method with Ea
0.00001 and show the step-by-step solution.
f(x) = 0.4x³x² -0.2e-0.3x
4. Determine the root of the given function using Secant method with Ea ≤0.00001 and show
the step-by-step solution.
f(x) = 0.4x³x² -0.2e-0.3x
5. Determine the root of the given function using Newton-Raphson method with Ea ≤ 0.00001
and show the step-by-step solution.
f(x) = 0.4x³x² -0.2e-0.3x
6. Evaluate for the all the roots of the function using Bairstow's method with r = s = 0.
Terminate if Er = Es < 0.00855%
f(x) = -3.704x3 + 16.3x2 − 21.97x + 9.34
7. Evaluate a root using Muller's method from the function. Terminate if Es < 0.00255%
f(x) = -3.704x3 + 16.3x2 -21.97x + 9.34
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