A MAT212 student used pen, paper and a handheld scientific calculator to apply an entrapment iterative method to get the following sequence of approximations for the given graph's x-intercept in the interval [a,b]=[4,4.5]: 4.1039 4.1215 4.1243 4.1248 4.1249Assume that she made no mistakes in her calculations. Select all the true statements from the list below. -3.5-2.5-2-1.5-1 -0.5109-8-7--9-$-F3-1--1--2--3--4--5--9--7--8--9--10-0515y=x³-4x²-x+2253.5X A.At most four iterations of the method was applied to generate the sequence ofapproximations.B.The last approximation in the sequence is the x-intercept in [4,4.5] accurate to within0.001.C.The last approximation in the sequence approximates the x-intercept in [4,4.5] to fivesignificant digits.OD. The method applied is the Bisection method.

Answered: Image /qna-images/answer/ad71e125-24ba-4e74-829f-a19c87ebcc22.jpg

A MAT212 student used pen, paper and a handheld scientific calculator to apply an entrapment iterative method to get the following sequence of approximations for the given graph's x-intercept in the interval [a,b]=[4,4.5]: 4.1039 4.1215 4.1243 4.1248 4.1249 Assume that she made no mistakes in her calculations. Select all the true statements from the list below.

A MAT212 student used pen, paper and a handheld scientific calculator to apply an entrapment iterative method to get the following sequence of approximations for the given graph's x-intercept in the interval [a,b]=[4,4.5]: 4.1039 4.1215 4.1243 4.1248 4.1249 Assume that she made no mistakes in her calculations. Select all the true statements from the list below.

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Question

4.1039

4.1215

4.1243

4.1248

4.1249

Assume that she made no mistakes in her calculations. Select all the true statements from the list below.

-3.5
-2.5
-2
-1.5
-1 -0.5
10
9-
8-
7-
-9
-$
-F
3-
1-
-1-
-2-
-3-
-4-
-5-
-9-
-7-
-8-
-9-
-10-
05
15
y=x³-4x²-x+2
25
3.5
X

A.
At most four iterations of the method was applied to generate the sequence of
approximations.
B.
The last approximation in the sequence is the x-intercept in [4,4.5] accurate to within
0.001.
C.
The last approximation in the sequence approximates the x-intercept in [4,4.5] to five
significant digits.
OD. The method applied is the Bisection method.

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