Determine the force on a circular end of the tank in Figure 6 76 if the tank is full of gasoline The density of gasoline is 737 kg m 3 length 10 D(y) 5 y y 0 y 5 3 The area of the gasoline layer 10 2V25 y is A(y) 1 Because this width is V25 y 2 the width of the gasoline layer is 2V25 y ...

Arrange the axes so that the origin is in the cente ...

Determine the force on a circular end of the tank in Figure 6.76 if the tank is

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Determine the force on a circular end of the tank in Figure 6.76 if the tank is full of gasoline. The density of gasoline is ρ = 737 kg/m³.

length = 10 D(y) = 5 – y{ y = 0 y = -5 3. The area of the gasoline layer 10 · 2V25 – y?. is A(y) = 1. Because this

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Calculus Early Transcendentals

ISBN: 978-0321947345

2nd edition

Authors: William L. Briggs, Lyle Cochran, Bernard Gillett

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Question Posted: Apr 06, 2019 11:22 AM

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Determine the force on a circular end of the tank in Figure 6.76 if the tank is

Question:

length = 10 D(y) = 5 – y{ y = 0 y = -5 3. The area of the gasoline layer 10 · 2V25 – y?. is A(y) = 1. Because this width is V25 – y?. 2. ... the width of the gasoline layer is 2V25 – y².

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Calculus Early Transcendentals

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