The volume of a spherical water tank with a radius of 70 cm is given by the formula below and the tank contains 750 liters of water. In a situation where the root is between Xa=0.3 and Xü=1.5, find how many cm the height (h) of the water in the tank is by using a root finding method you want? (Continue your operations until the approximate error is less than 0.01% and take six digits after the comma). Explain the answer steps. nh² V (3r – h)
The volume of a spherical water tank with a radius of 70 cm is given by the formula below and the tank contains 750 liters of water. In a situation where the root is between Xa=0.3 and Xü=1.5, find how many cm the height (h) of the water in the tank is by using a root finding method you want? (Continue your operations until the approximate error is less than 0.01% and take six digits after the comma). Explain the answer steps. nh² V (3r – h)
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:The volume of a spherical water tank with a radius
of 70 cm is given by the formula below and the
tank contains 750 liters of water. In a situation
where the root is between Xa=0.3 and Xü=1.5, find
how many cm the height (h) of the water in the
tank is by using a root finding method you want?
(Continue your operations until the approximate
error is less than 0.01% and take six digits after the
comma). Explain the answer steps.
nh²
V =
(3r – h)
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