Find out explicit model for given scenario
Assume the population has exponential growth modeled by function p = a(b^t), where t is in years. If initial population is 1000 and after 10 years it is 2000, find out explicit model for the scenario, find out values for a and b.
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Currently, how fast should he be raising price per shirt to achieve this? Suppose that changing price does npt affect his sales.
Employ rejection region approach and the level of significance =0.10 to test the proper hypothesis. Determine the appropriate p-value for this hypothesis
Let the function y=f(x)=A+(B)(C^x ), 0 < C 1, 1, whose graph passes through points (x,y) = (0,1) and (x,y) = (1,10) and is asymptotic to horizontal line y = 20 as x approaches infinity. Find the values for A, B, and C.
Suppose the time needed by the worker to carry out a maintenance operation is normally distributed with the mean of 68 minutes and a standard deviation of 7 minutes. Compute the probability that the average time required by a sample of 6 workers t
Assume the population has exponential growth modeled by function p = a(b^t), where t is in years. Find out explicit model for the scenario, find out values for a and b.
The plant manager randomly chooses a molding from the early morning run and discovers it is defective. Determine the probability that the foreman forgot to shut off the machine the previous night?
How many years t after 2000 (that is, relative year t=0 corresponds to calendar year 2000), are net incomes equal? Find out time t to two decimal places. For both use exponential function form f(t)=a(b^t).
Suppose the exponential population model of form p = a(b^t), in what calendar year will population reduce(according to model) to 500? Rhino horns sell for about $45,000 per pound.
About the time when Joe was due back on Earth, you overheard the radio broadcast regarding Joe in a very noisy room. You're not positive what the announcer say, but, based upon all available information, you decide that it is twice as likely that
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