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,the average value is,
put the value of S(x), a and b in above equation,
Need help with this one: A drug manufacturer has developed a time-release capsule with the number of milligrams of the drug in the bloodstream given by s- 20x17/7 280x17980x3/7 where x is in hours an...
The number of milligrams D(f) of a drug in a patient's
bloodstream h hours after the drug is injected is modeled by the
following function.
The number of milligrams D (n) of a drug in a patient's bloodstream h hours after the drug is injected is modeled by the following function. D(n) = 20e-0.152 Find the initial amount injected and the amount in the bloodstream after 7 hours. Round your answers to the nearest hundredth as necessary. Initial amount: milligrams...
The number of milligrams D(h) of a drug in a patient's bloodstream h hours after the drug is injected is modeled by the following function. -0.2 D() - 20e Find the initial amount injected and the amount in the bloodstream after 7 hours. Round your answers to the nearest hundredth as necessary. Initial amount: milligrams Amount after 7 hours: milligrams $ ?
A drug taken orally is absorbed into the bloodstream at the rate of te-0.5t milligrams per hour, where is the number of hours since the drug was taken. Find the total amount of the drug absorbed during the first 7 hours. (Round your answers to two decimal places.) mg absorbed amount absorption rate 7 Hours (0) Solve without using a graphing calculator, mo (b) Verify your answer to part (a) using a graphing calculator ma
8. The number of milligrams x of a medication in the bloodstream t hours after a dose is taken is given by x() a. How many hours after the dose has been taken is the number of milligrams in the bloodstream at a 9850o. t216 t>0 maximum? b. What is the maximum concentration in milligrams?
8. The number of milligrams x of a medication in the bloodstream t hours after a dose is taken is given by x() a. How...
Chapter 9, Section 9.4, Question 013 The rate at which a drug leaves the bloodstream and passes into the urine is proportional to the quantity of the drug in the blood at that time. If an initial dose of Qo is injected directly into the blood, 27% is left in the blood after 4 hours. (a) Write and solve a differential equation for the quantity, Q. of the drug in the blood after t hours. Use k as the positive...
My Notes Ask Your Teacher 14. 0/1 points| Previous Answers BerrApCalc7 5.3.093. -0.04t milligrams per minute, where t is the number of minutes since the medication An oral medication is absorbed into the bloodstream at the rate of Se was taken. Find the total amount of medication absorbed within the first 40 minutes. (Round your answer to the nearest milligram.) X mg Need Help? Read ItTalk to a Tutor Submit Answer Save Progress Practice Another Version
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The concentration of a drug x hours after its administration is approximated by 240x C(x) = 2 -, where C is in milligrams per cubic centimeter and 0 sxs 24. Find the absolu of C(x). 2 + 4 The absolute maximum concentration is (mg/cm® which occurs (Round to the nearest tenth as needed.) hours after adminis. mg/cm which occurs hours after administ The absolute minimum concentration is an integer or a simplified fraction.)
using Matlab: A drug administered to a patient produces a concentration in the bloodstream given by c(t)=Ate^(-t/3) milligrams per milliliter, t hours after A units have been injected. The maximum safe concentration is 1.00 mg/mL. What amount should be injected to reach this maximum safe concentration, and when does this maximum occur? (Use calculus to find the time when a maximum occurs. Then set c(tmax) = 1 to solve for A.) An additional amount of this drug is to be...
S*x221) dx B) 2604 C) 15,624 D) 1302 7) 7) An object at the end of a spring is immersed in liquid. Its velocity (in cm/sec) is then described by the equation v 2e-2.se-9, where t is the time (in sec). Find the displacements as a function of tifs=-1 cm fort=0 sec. A) s-e-2.490 C)s=-2-4-9. D)s=219, Find the area bounded by the given curves. 8) y = x, y = 4x A) 16 Solve the problem. Round your answer, if...
Find all the hypercritical values of the function. f(a) = x® – 4x4 – 27x2 The concentration of a drug in the bloodstream C(t) at any time t, in hours, is described by the equation 100t c(t) = 2 + 25 where t = 0 corresponds to the time at which the drug was swallowed. Determine how long it takes the drug to reach its maximum concentration. It will take hours until it reaches its maximum concentration. Suppose a baby...