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title
MY WORD
description
image
site name
author
updated
2026-01-04 08:41:43
raw text
MY WORD skip to main | skip to sidebar MY WORD Sunday, April 4, 2010 2005 FrEe rESPOnSe #5 The tide removes sand from Sandy Point Beach at a rate modeled by the function R, given by A pumping station adds sand to the beach at a rate modeled by the function S, given by Both R(t) and S(t) have units of cubic yards per hour and t is measured in hours for 0 greaterthanorequalsto x lessthanorequalsto 6. At time t=0, the beach contains 2500 cubic yards of sand. (a) How much sand will the tide remove from the beach during this 6-hour period? Indicate units of measure. fnInt(2+5sin(4piet/25),x,0,6)= 31.816 cubic yards --- We use function R(t) because it just asking about the sand that is being removed. (b) Write an expression for Y(t), the total number of cubic yards of sand on the beach at time t. Y(t)= 2500+fnInt( S(t)-R(t), x,0,6) ----- It's the integral of function S(t) minus R(t) from 0 to 6 because we want to know how many cubic yards are going to be plus th...
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