-t/11 A disease has hit a city. The percentage of the population infected t days after the disease arrives is for 0sts 33. After how many days is the percentage of infected people a maximum? What is the maximum percent of the population infected? approximated by p(t) = 9te The percentage of infected people reaches a maximum after 11 days. (Simplify your answer.) The maximum percent of the population infected is %. (Round to the nearest hundredth as needed.)

-t/11 A disease has hit a city. The percentage of the population infected t days after the disease arrives is for 0sts 33. After how many days is the percentage of infected people a maximum? What is the maximum percent of the population infected? approximated by p(t) = 9te The percentage of infected people reaches a maximum after 11 days. (Simplify your answer.) The maximum percent of the population infected is %. (Round to the nearest hundredth as needed.)

Mathematics For Machine Technology

8th Edition

ISBN:9781337798310

Author:Peterson, John.

Publisher:Peterson, John.

Chapter24: Percent Practical Applications

Section: Chapter Questions

Problem 33A: The average percent defective product of a manufacturing plant is 1.20%. On a particular day 50...

See similar textbooks

Similar questions

Heart Disease In a certain country, the number of deaths due to heart disease decreased from 235 in one year to 221 in the next year. What percentage decrease in deaths due to heart disease does this represent?
The average percent defective product of a manufacturing plant is 1.20%. On a particular day 50 pieces were rejected out of a total daily production of 2730 pieces. What is the percent increase of defective pieces for the day above the average percent defective? Round the answer to 2 decimal places.
Use the function you found in the previous exercise to find the total area burned after 5 minutes.
b. Water that is initially contaminated with a concentration of 9 milligrams of pollutant per liter of water is subjected to a cleaning process. The cleaning process is able to reduce the pollutant concentration by 25% every 2 hours. Let C(t) = 9 be the concentration, in milligrams of pollutant per liter of water t hours after the purification process begins. Find the concentration of pollutant in the water after 5 hours. Please round your answer to two decimal places. A) 2.14 mg/1 B) 4.38 mg/l C) 0.0088 mg/l D) 0.28 mg/l
x² + x – 6 %3D =
The amount of downloads for an album on iTunes, g(d), where d is the number of days since the album was first uploaded can be represented as g(d) = 51.5d. How many downloads will the album have after 3 days? A. 125 В. 11 C. 1,398 D. 140
The exposure index If tor 4.35 milieter camera is a mensurernent of the amount. of light nat his the firm. I Is determined by the equation, ET - 1o% ( 4), where fie the -7-stop? seting on the camera, and t is the exposure time in seconds. Suppose the t. stop setting is 16 and the desired exposure time is 2 seconds. What wil the the resulting exposure index beg
Q2/ Find the value X when |x² 1| 4 1 1 -3 %3D
Let g(x) = 2x and h(x) = x- 5. Find the following. %3D 1 (g + h) 4 (g + h) 4 %3D (Simplify your answer.)