1. Find the Root of the Function: f(x) = -12 - 21x + 18x² - 2.75x³ 0. Use a stopping = using bisection method. Use x₁ = -0.1 and xv criterion of 1%.

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1. Find the Root of the Function: f(x) = -12- 21x + 18x² - 2.75x³
-0.1 and xu 0. Use a stopping
using bisection method. Use xL
criterion of 1%.
Iteration
=
Follow the table below to display your output. Display up to 7 decimals for
XL, XU, XR and 2 decimals for Precision Error.
Show your solution for each value in the table. You can use variables
for displaying the solution instead of the actual values.
XL(Put if + or -)
=
XU(Put if + or -)
XR(Put if + or -)
Precision Error
Transcribed Image Text:1. Find the Root of the Function: f(x) = -12- 21x + 18x² - 2.75x³ -0.1 and xu 0. Use a stopping using bisection method. Use xL criterion of 1%. Iteration = Follow the table below to display your output. Display up to 7 decimals for XL, XU, XR and 2 decimals for Precision Error. Show your solution for each value in the table. You can use variables for displaying the solution instead of the actual values. XL(Put if + or -) = XU(Put if + or -) XR(Put if + or -) Precision Error
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