4) The amount of corn in a silo is given as a function of time, t, to be AO- in hours and A(t) is in tons a) Determine the amount of corn in the silo at t= 8 hours b) Determine the rate of change of the amount of corn in the silo at t=8 hours Vt* +t wheretis %3D %3D

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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OCP_kKBLapWdnbXaq5vjBSsd8Q_FOQeqQxON_8/edit
erivative - Rules in Review - B DO
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Name:
P- U02-33 Derivative - Rules in Review -B
4) The amount of corn in a silo is given as a function of time, t. to be 4(t) = Vt4 +t where tis
in hours and A(t) is in tons
a) Determine the amount of corn in the silo at t = 8 hours
b) Determine the rate of change of the amount of corn in the silo at t= 8 hours
[sin(x³ – 4x)] =
dx
!!!
II
!!
Transcribed Image Text:OCP_kKBLapWdnbXaq5vjBSsd8Q_FOQeqQxON_8/edit erivative - Rules in Review - B DO d-ons Help Last edit was yesterday at 11:52 AM в I U A > 三 Calibri 12 + 1 2 3. 4 Name: P- U02-33 Derivative - Rules in Review -B 4) The amount of corn in a silo is given as a function of time, t. to be 4(t) = Vt4 +t where tis in hours and A(t) is in tons a) Determine the amount of corn in the silo at t = 8 hours b) Determine the rate of change of the amount of corn in the silo at t= 8 hours [sin(x³ – 4x)] = dx !!! II !!
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