Every morning a patient receives by injection the same dose of a drug. A blood test is performed right after receiving the drug injection to measure the concentration of the drug in the blood. The drug concentration in the blood increases by 2 units after each injection. Over a period of 24 hours between the blood tests, 70% of the drug in the blood is removed by the system. a) Write the linear DTDS for the drug concentration. Answer: It+1 = f(xt), where the updating function is f(x) = b) Find 4 when zo 0.6. Give your answer with a precision of two decimals. Answer: 4 = Number c) Find the fixed point of this DTDS. Give the exact value. Answer: 团团
Every morning a patient receives by injection the same dose of a drug. A blood test is performed right after receiving the drug injection to measure the concentration of the drug in the blood. The drug concentration in the blood increases by 2 units after each injection. Over a period of 24 hours between the blood tests, 70% of the drug in the blood is removed by the system. a) Write the linear DTDS for the drug concentration. Answer: It+1 = f(xt), where the updating function is f(x) = b) Find 4 when zo 0.6. Give your answer with a precision of two decimals. Answer: 4 = Number c) Find the fixed point of this DTDS. Give the exact value. Answer: 团团
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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