1
Q
modification on the bisection method.
A
false-position method
2
Q
an alternative method that exploits the graphical insight is to join f(XL) and f(XU) by a
A
straight line.
3
Q
other term for false position
A
linear interpolation method
4
Q
latin of false position
A
regula falsi
5
Q
used to find the roots of a polynomial equation. It separates the interval and subdivides the interval in which the root of the equation lies.
A
Bisection method
6
Q
principle of bisection method
A
intermediate theorem
for continuous functions.
7
Q
interval halving method,
root-finding method, binary search method, dichotomy
method, binary chopping or Bolzano’s Method.
A
bisection method
8
Q
A
Numerical Methods
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