Root Finding Method that uses an Upper and Lower Limit. 2 points are selected from the function and they are connected with a line. When the line intersects with the x axis, that will be the next upper/lower limit in the next iteration Root Finding method that equates a function to X. The function with respect to X will be used in the next iteration until the root is found.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Identify the following. 

Root Finding Method that uses an Upper and Lower Limit. 2 points are selected
from the function and they are connected with a line. When the line intersects with
the x axis, that will be the next upper/lower limit in the next iteration
Root Finding method that equates a function to X. The function with respect to X
will be used in the next iteration until the root is found.
Transcribed Image Text:Root Finding Method that uses an Upper and Lower Limit. 2 points are selected from the function and they are connected with a line. When the line intersects with the x axis, that will be the next upper/lower limit in the next iteration Root Finding method that equates a function to X. The function with respect to X will be used in the next iteration until the root is found.
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