The fourth-degree polynomial f (x) = 230x* + 18x³ + 9x2 – 221x – 9 has two real zeros, one in [-1, 0] and the other in [0, 1]. Attempt to approximate these zeros to within 10-6 using the a. Bisection Method b. Secant method c. Newton's method Choose initial approximations or brackets as you see fit. The use of

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Subject: numerical method The correct function is c(t) = ate^(-t/3)
The fourth-degree polynomial
f (x) = 230x* + 18x³ + 9x² – 221x – 9
has two real zeros, one in [-1, 0] and the other in [0, 1]. Attempt to
approximate these zeros to within 10-6 using the
a. Bisection Method
b. Secant method
c. Newton's method
Choose initial approximations or brackets as you see fit. The use of
Microsoft Excel to present calculations for each iteration is highly
encouraged.
Transcribed Image Text:The fourth-degree polynomial f (x) = 230x* + 18x³ + 9x² – 221x – 9 has two real zeros, one in [-1, 0] and the other in [0, 1]. Attempt to approximate these zeros to within 10-6 using the a. Bisection Method b. Secant method c. Newton's method Choose initial approximations or brackets as you see fit. The use of Microsoft Excel to present calculations for each iteration is highly encouraged.
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