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In the multistate lottery game Powerball, there are 120,526,770 possible number combinations, only one of which is the grand prize winner. The cost of a single ticket (one number combination) is $1. Suppose that a very wealthy person decides to buy tickets for every possible number combination to be assured of winning a $150 million grand prize.
(a) If this individual could purchase one ticket every second, how many hours would it take to buy all of the tickets? How many years is this?
(b) If there were a way for this individual to buy all possible number combinations quickly, discuss reasons why this strategy would probably lose money.
Make a graph of the linear function.
And allows unlimited mileage. Company B has an initial fee of $65 and charges an additional $0.70 for every mile driven. For what mileages will Company A charge less than Company B? Use m for the number of miles driven, and solve your inequality f..
Find the maximum harvest.
Demand for pools. Tropical Pools sells an aboveground model for p dollars each. The monthly revenue for this model is given by the formula:
The inequality 1,200b + 2,200y
Solve for the unknown variable
given a two-digit number make a three-digit number by putting a 6 as the right-most digit. then add 6 to the resulting
Write a matrix system of equations for the amounts and of salt in the two tanks after t minutes. Solve the system using matrix methods. Calculate how long it takes for tank 2 to have a salt concentration of 1 pound per gallon.
A monthly regression analysis is to be conducted using the monthly data for each demand variable. Formulate your empirical model using the additive functional form.
Find composition of two equation
Graphical method for optimization problem.
Graph y^2=x^2 and explain why the graph is not a function. Determine the period and amplitude of the function y=sin 6x then graph it.
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