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1. Describe real-life data that could be displayed in a probability histogram.
2. The owner of a pet store asked customers how many pets they owned. The results of this survey are shown in the table.
Number of pets
Number of customers
0
3
1
37
2
33
18
4
9
With that information explain how a pet store owner could use a probability distribution. How could the owner create a probability distribution and use it to establish a frequent buyer program.
Compute the domain of the logarithmic function.
his profit function can the be maximized by taking the derivative at setting it to zero.
Simplify the exponential equation.
Can a linear equation and a linear inequality be solved in the same way? Explain why. What makes them different?
write a formula for the general term nthof the arithmetic sequence then use the formula anto find a 19 term then the
Show that for n=3K where K is a natural number, A=2
Let n be an integer.
Find the scale factor after a dilation centered at the origin if H(4*square root of 2, -3 square root of 5), P (-2 * square root of 2, 2 * square root of 5)
What is the total amount of money you are willing to invest in this business and what item are you going to make and sell? Why?
Changing constraints into linear equations
A person weighing 180 pounds wearing a shoe with a heel width of 2 inches exerts a pressure of 90 psi. Write a model of the variation. What is the pressure (in psi) of a 120 pound person wearing shoes with a width of 0.5 inches?
Trains A and B are traveling in the same direction on parallel tracks. Train A traveling at 80 miles per hour and train B is traveling at 84 miles per hour. Train A passes a station at 9:25 A.M. If train B passes the same station at 9:55 A.M., at ..
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