Solve the problem.A biologist has a bacteria sample. She records the amount of bacteria every week for 8 weeks and finds that the exponential function of best fit to the data is A = 150 ? 1.79t. Express the function of best fit in the form 
What will be an ideal response?
A = 150e0.58t
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Solve the problem.Suppose that we wish to distribute the two-digit random numbers from 00 through 99 so that the corresponding random numbers can be used to simulate the sightings of UFO's in a given region. If the numbers 00 to 40 correspond to 0 sightings, what is the estimated probability of 0 sightings?
A. It is not possible to tell with the given information.
B. 0
C. 
D. 
Solve the problem.A wildlife refuge currently has 100 deer in it. A local wildlife society decides to add an additional 2 deer each month. It is already known that the deer population is growing 12% per year. The size of the population is given by the recursively defined sequence p0 = 100 pn = 1.01pn-1 + 2How many deer are in the wildlife refuge at the end of the second month? That is, what is p2?
Fill in the blank(s) with the appropriate word(s).
Solve the system of equations using elimination. 
A. (3, 5) B. (-2, 5) C. no solution D. (-3, 6)
The equation s = 16t2 represents the distance s in feet that an object will fall in t seconds. After 1 second, the object has fallen 16 feet, after 2 seconds it has fallen 64 feet, and so on. Find the distance that the object will fall during the fourth second.
A. 112 ft B. 95 ft C. 91 ft D. 104 ft