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(Hint: F = pg(a – y)w(y)dy) In this question, find w(y) first, then write F as a definite integral. Do not evaluate the integral. Leave the constants p and g in the answer. The figure below shows the shape and dimensions of a small dam. Assuming the water level is at the top of the dam, find the total force on the face of the dam. 68 m 51 m +34 m

(Hint: F = pg(a – y)w(y)dy) In this question, find w(y) first, then write F as a definite integral. Do not evaluate the integral. Leave the constants p and g in the answer. The figure below shows the shape and dimensions of a small dam. Assuming the water level is at the top of the dam, find the total force on the face of the dam. 68 m 51 m +34 m

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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a (Hint: F = pg(a – y)w(y)dy) In this question, find w(y) first, then write F as a - definite integral. Do not evaluate the integral. Leave the constants p and g in the answer. The figure below shows the shape and dimensions of a small dam. Assuming the water level is at the top of the dam, find the total force on the face of the dam. 68 m 51 m -34 m
Transcribed Image Text:a (Hint: F = pg(a – y)w(y)dy) In this question, find w(y) first, then write F as a - definite integral. Do not evaluate the integral. Leave the constants p and g in the answer. The figure below shows the shape and dimensions of a small dam. Assuming the water level is at the top of the dam, find the total force on the face of the dam. 68 m 51 m -34 m
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