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that the dynamics of caffeine absorption is given by C++1 = 0.84Ct, where t is time in hours and Ct is the concentration of caffeine in milligrams Assume (mg/l). a) Find the general solution of the DTDS above. Use C to denote the initial concentration Co (because subscripts are not allowed in this software). Answer: Ct = b) If Co = 1000 mg/l (a few cups of strong coffee), estimate the minimum time in hours needed for at least 77% of the caffeine to be eliminated from the body (i.e. at most 23% is left in the body). Round up to the nearest integer value. Answer: hours.

that the dynamics of caffeine absorption is given by C++1 = 0.84Ct, where t is time in hours and Ct is the concentration of caffeine in milligrams Assume (mg/l). a) Find the general solution of the DTDS above. Use C to denote the initial concentration Co (because subscripts are not allowed in this software). Answer: Ct = b) If Co = 1000 mg/l (a few cups of strong coffee), estimate the minimum time in hours needed for at least 77% of the caffeine to be eliminated from the body (i.e. at most 23% is left in the body). Round up to the nearest integer value. Answer: hours.

Advanced Engineering Mathematics
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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Answer: Ct Assume that the dynamics of caffeine absorption is given by C++1 = 0.84Ct, where t is time in hours and Ct is the concentration of caffeine in milligrams (mg/l). a) Find the general solution of the DTDS above. Use C to denote the initial concentration Co (because subscripts are not allowed in this software). = 3 Ć hours. b) If Co = 1000 mg/l (a few cups of strong coffee), estimate the minimum time in hours needed for at least 77% of the caffeine to be eliminated from the body (i.e. at most 23% is left in the body). Round up to the nearest integer value. Answer:
Transcribed Image Text:Answer: Ct Assume that the dynamics of caffeine absorption is given by C++1 = 0.84Ct, where t is time in hours and Ct is the concentration of caffeine in milligrams (mg/l). a) Find the general solution of the DTDS above. Use C to denote the initial concentration Co (because subscripts are not allowed in this software). = 3 Ć hours. b) If Co = 1000 mg/l (a few cups of strong coffee), estimate the minimum time in hours needed for at least 77% of the caffeine to be eliminated from the body (i.e. at most 23% is left in the body). Round up to the nearest integer value. Answer:
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