(a) Approximate the value of fcos (0.64 sin x) dx, using two and three points Gauss Quadrature where A is the last two digits of your matrix number. For example, student with matrix number AD190300 will have the values of A = 00

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 64E
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h=0.05 or step size =0.05

a=53

b=53

(a)
(b)
Approximate the value of
1
[cos (0.6A sin x) dx, using two and three points Gauss
(0.6.4
πO
Quadrature where A is the last two digits of your matrix number. For example, student
with matrix number AD190300 will have the values of A = 00
Given a function f(x) = esin.x In√√X+B, where B is the last two digits of your matrix
number. Determine f'(0.8) by using 2-point forward difference, 2-point backward
difference and 3-point Central Difference. For example, student with matrix number
AD190314 will have the values of B = 14
Transcribed Image Text:(a) (b) Approximate the value of 1 [cos (0.6A sin x) dx, using two and three points Gauss (0.6.4 πO Quadrature where A is the last two digits of your matrix number. For example, student with matrix number AD190300 will have the values of A = 00 Given a function f(x) = esin.x In√√X+B, where B is the last two digits of your matrix number. Determine f'(0.8) by using 2-point forward difference, 2-point backward difference and 3-point Central Difference. For example, student with matrix number AD190314 will have the values of B = 14
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