Answers in 4 decimal places please(please provide full calculation) As shown in Figure 1, the volume (V) of liquid in a spherical tank of radius (R) is related to thedepth (h) of the liquid by Eq. 1.v = ARh² - )nEq. 1Determine 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 astopping criterion near ZERO%.Figure 1: Spherical tank with liquid

V=volume of the filled water in the tank m3R=radius of the spherical tank mh=depth of the water in…

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

Mathematics For Machine Technology

8th Edition

ISBN:9781337798310

Author:Peterson, John.

Publisher:Peterson, John.

Chapter65: Achievement Review—section Six

Section: Chapter Questions

Problem 41AR: Solve these prism and cylinder exercises. Where necessary, round the answers to 2 decimal places...

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