lat we waht to approximate In(2) using numerical quadrature and if the function used in the gral is f(z) ct one a. If we use the composite Simpson's rule with three applications of the Simpson's rule and with all n are equally-spaced, then z 1, ro 7. b. If we use the composite Simpson's rule with three applications of the Simpson's rule and with all na are equally-spaced, then ze 0. I, 76 1. c. If we use the composite midpoint rule with three applications of the midpoint rule and with all nodes are equally-spaced, then re 1, 1 I= 풍2 d. If we use the composite Simpson's rule with two applications of the Simpson's rule and with all nodes are equally-spaced, then zo 1, z 4 z- 2.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 92E
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Suppose that we want to approximate In(2) using numerical quadrature and if the function used in the
integral is f(z)
Select one:
O a. If we use the composite Simpson's rule with three applications of the Simpson's rule and with all nodes
are equally-spaced, then a 1, ro
,s- 2.
O b. If we use the composite Simpson's rule with three applications of the Simpson's rule and with all nodes
are equally-spaced, then ze
0, z1
음 1.
Oc. If we use the composite midpoint rule with three applications of the midpoint rule and with all nodes
are equally-spaced, then re
1, Is=
O d. If we use the composite Simpson's rule with two applications of the Simpson's rule and with all
1,
nodes are equally-spaced, then zo
***Is , z6 2.
Transcribed Image Text:Suppose that we want to approximate In(2) using numerical quadrature and if the function used in the integral is f(z) Select one: O a. If we use the composite Simpson's rule with three applications of the Simpson's rule and with all nodes are equally-spaced, then a 1, ro ,s- 2. O b. If we use the composite Simpson's rule with three applications of the Simpson's rule and with all nodes are equally-spaced, then ze 0, z1 음 1. Oc. If we use the composite midpoint rule with three applications of the midpoint rule and with all nodes are equally-spaced, then re 1, Is= O d. If we use the composite Simpson's rule with two applications of the Simpson's rule and with all 1, nodes are equally-spaced, then zo ***Is , z6 2.
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