Q4: The volume (V) of liquid in a hollow horizontal cylinder of radius (r) and length (L) is related to the depth of liquid (h) by V = = [r² cos-¹ (=h) - (r-h)√2rh-r²|L Use Newton-Raphson method to find water depth (h) ifr=2, L-5, V=8, starting with h=0.5 as initial value.

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter6: Topics In Analytic Geometry
Section: Chapter Questions
Problem 33CT
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Q4: The volume (V) of liquid in a hollow horizontal cylinder of radius (r) and length
(L) is related to the depth of liquid (h) by
V
= [r² cos-1 ¹ (1 = 2) - (r - h) √/2rh - r²] L
1
Use Newton-Raphson method to find water depth (h) ifr=2, L-5, V-8, starting with
h=0.5 as initial value.
Transcribed Image Text:Q4: The volume (V) of liquid in a hollow horizontal cylinder of radius (r) and length (L) is related to the depth of liquid (h) by V = [r² cos-1 ¹ (1 = 2) - (r - h) √/2rh - r²] L 1 Use Newton-Raphson method to find water depth (h) ifr=2, L-5, V-8, starting with h=0.5 as initial value.
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