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Chain rule- We studied a model for antibiotic use in sinus infections. If x is the amount of antibiotic taken orally (in mg), then the function h(x) gives the amount entering the bloodstream through the stomach. If x mg reaches the bloodstream, then g(x) gives the amount that survives filtration by the liver. Finally, if x mg survives filtration by the liver, then f(x) is absorbed into the sinus cavity. Thus, for a given dose x, the amount making it to the sinus cavity is A(x) = f(g(h(x))). Suppose a dose of 440 mg is given, that h(440) = 8, g(8) = 2, f(2) = 1.5, and that h'(440) = 5, g'(8) = 1/5 , and f'(2) = 1. Calculate A'(x).
math problem after visiting his doctorallen went to the pharmacy for an 8 day supply of drug aan24 day supply of drug b
Creating my grocery list and buying groceries - This task requires A LOT of quantitative reasoning. You have to estimate the amount of each item that you need for a given time. You have to make sure the total of all items fit into your budget.
Suppose a bullet is fired on a distant planet so that its height (in feet) after t seconds is given by h=-4t2 + 16t +5. The 2 in 4t2 is a small 2, but I don't know how to do that with my keyboard.
At East Zone University (EZU) there are 565 students taking College Algebra or Calculus. 327 are taking College Algebra, 266 are taking Calculus, and 28 are taking both College Algebra and Calculus. How many are taking Calculus but not Algebra?
a car travels at a constant speed from q to r, a distance of 300 km apart. if the driver increases the speed by 5 km.h, the journey will take 2 hours less. find the original speed of the car.
Let S be the part of the plane 3x + 1y + z = 4 which lies in the first octant, oriented upward. Find the flux of the vector field F = 1I + 2J + 2K across the surface S.
application of the normal distribution let x denote the time taken to runner a road race. suppose x is approximately normally distributed with a mean of 195 minutes and a standard deviation of 21 minutes. if one runner is selected at random what i..
what percentage of the commuters will be using public transportation? (Round your answer to the nearest percent.)
What is the yield to maturity (interest rate) of the loan
a paintball is aimed at a target and shot at an angle of 25 degrees above horizontal and lands at its original height
Minimizing the cost
Which resources did you like best (videos, Connect Math, live scribe videos, practice quizzes)? Was the book adequate in explaining the concepts? Was the material that was covered what you expected out of the course? Would you prefer more/fewer quizz..
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