As shown in Figure 1, the volume (V) of liquid in a spherical tank of radius (R) is related to the depth (h) of the liquid by Eq. 1. v - Rh? - )a Determine the height of the liquid when V= 30 m² of liquid fills a 3 m radius spherical tank. Eq. 1 Based on experience, the volume of 30 m³ fills less than half of the height of the tank. Use a stopping criterion near ZERON. Figure 1: Spherical tank with liquid
As shown in Figure 1, the volume (V) of liquid in a spherical tank of radius (R) is related to the depth (h) of the liquid by Eq. 1. v - Rh? - )a Determine the height of the liquid when V= 30 m² of liquid fills a 3 m radius spherical tank. Eq. 1 Based on experience, the volume of 30 m³ fills less than half of the height of the tank. Use a stopping criterion near ZERON. Figure 1: Spherical tank with liquid
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Answers in 4 decimal places please(please provide full calculation)

Transcribed Image Text:As shown in Figure 1, the volume (V) of liquid in a spherical tank of radius (R) is related to the
depth (h) of the liquid by Eq. 1.
v = ARh² - )n
Eq. 1
Determine the height of the liquid when V = 30 m of liquid fills a 3 m radius spherical tank.
Based on experience, the volume of 30 m fills less than half of the height of the tank. Use a
stopping criterion near ZERO%.
Figure 1: Spherical tank with liquid
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