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1. Raul credit card company determines his minimum monthly payment by taking 1.5% of any outstanding principal and adding it to any interest charges then rounding up to the nearest dollar. The credit card company charges an interest rate of 0.05163% per day on previous balances. On November 12, Raul used his credit card to pay for the following business expenses: van repairs ($677), equipment maintenance ($452), office supplies ($139), and dinner with clients ($141).
How many functions map nothing to a j-element subset J of K? Another way to say this is if I have n distinct candy bars and k children Sam, Mary, Pat, etc., in how ways may I pass out the candy bars so that some particular j-element subset of the ..
Is Warner-Lambert guilty of Fraud? If so, what remedies should the court have imposed on the company?
Draw a network diagram for problem - Label all nodes appropriately with either numbers or town names. Note: if you use numbers, please provide a mapping guide to equate your numbers to towns.
Find the probability that a randomly selected
MAXIMIZING REVENUE The quantity demanded each month of the Sicard wristwatch is related to the unit price by the equation.
Justify your answer numerically or discuss the successive percent formula as support.
Suppose demand D for a good is a linear function of its price per unit, P. When price is $10, demand is 200 units, and when price is $15, demand is 150 units.
Find the intervals on which f is increasing. Enter the interval that contains smaller numbers first. Find the interval on which f is decreasing. Find the local minimum and maximum values of f.
The Hamiltonian Path problem is the problem of determining whether a graph has a Hamiltonian Path. Explain why this problem is in NP. Explain why the problem of determining whether a graph has a Hamiltonian Path is NP-complete.
When graphing a linear inequality, how do you know if the inequality represents the area above the line? What are the necessary and sufficient conditions for inequalities to represent an area in the first quadrant?
Find the equation of the line tangent to the graph of f at the indicated value of x. f(x) = 5 - 2 lnx; x = 1
A motorboat traveling with the current went 24 miles in 2 hours. Traveling against the current, it took 3 hours to travel the same distance. Find the rate of the boat in calm water and the rate of the current.
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