Consider the following release data for a drug in waterQ (Cumulative amount released inmg/cm2)Time(min)15123016452060231203224046480651. On MS Excel , Plot Q Vs t, and Q Vs vt in separate graphs. Determine the equation andR for each curve.2. Based on the R? for the graphs, which release pattern does the drug follow, and why?3. What is the expected cumulative release (Q) after 16 hours (from the start of therelease)Just solve the Q3only and showme how to dothatWhat is the rate of the release for the drugs after 4 hours (from the start of therelease)?4.

The regression equation are Q = 11.8 + 0.121×TimeQ = 0.061 + 2.96×Time

Answered: Consider the following release data for…

Consider the following release data for a drug in water Q (Cumulative amount released in mg/cm²) Time (min) 15 12 30 16 45 20 60 23 120 32 240 46 480 65

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Determine upper and lower estimates of how much water leaked from the water line during the hour.
Answer.
15. (Percentile, median) The pth percentile of a sample is a number Q, such that at least p% of the sample values are smaller than or equal to Q, and also at least (100 – p)% of those values are larger than or equal to Q. If there is more than one such number (in which case there will be an interval of them), the pth percentile is defined as the average of the numbers (midpoint of that interval). In particular, Q50 is called the middle quartile or median and is denoted by r. Find for the sample in Table 24.2 (Sec. 24.3).