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The rate at which rain is falling during a thunderstorm over a portion of an hour is modeled by r(t) = 16~./E-4t2 0:: t5 1 where t is in hours and r(t) is in inches per hour.
(a) Find the amount of rainfall. R(t). at any time t during this hour. Let R(0) = 1.
For full credit, you must show how to find the constant of integration.
(b) How much rain has fallen in the first half of the hour?
a 25 year old can purchase a one year life insurance policy for 10000 at a cost of 100 past history indicates that the probability of a person dying at age 25 is 0.0015 determine the companys expected gain per policy?
Sandra's scores on the first 4 test were 87%, 92%, 76%, and 89%. What is the minimum score she needs to make an the fifth test so that her average is at least an 80%?
1. Which have you observed used most often in your work or school experience? Why do you think they flourish? 2. What one major objection would you try to prescript to overcome - and what one major point would you make?
Then, explain the meaning of either a vertical shift of 10 units or a horizontal shift of ten units. Be sure to explain what this shift would mean in the context of the function.
General Instructions for Learning Activities: Read/watch all assigned materials listed for the week in Course Content. Cite to these materials (please cite multiple in text) in in text citations in all responses you post to these LAs. Create a s..
What is the fee if the project is completed 4 days after the deadline
Question #1: Dr. Dagenais' lecture from October 26th Demonstrate that contemporary suicide offers itself to be understood as a social phenomenon. Your demonstration must rely on the features presented in class.
Consider the following model for the populations of rabbits and wolves (where is the population of rabbits and is the population of wolves).
First rewrite the equation as f(x) = g(x) where
Your company plans to transport 20 horses to a racetrack in Denver. It takes 12 hours to drive from Phoenix to Denver. You have to stop and feed the horses every 2 hours.
An underwater (but near the surface) explosion is detected by sonar on a ship 30 s before it is heard on the deck. If sound travels at 5000 ft/s in water.
Take the DCT of the Sinan image and plot the average squared value of each coefficient.- Compare the results in parts (a) and (b) above. Comment on the differences.
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