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Question: MAK, Inc., accepted an interest-bearing note for $10,000 with 9% annual ordinary interest. The note was made on April 10 and was due December 6. MAK needed cash and took the note to First United Bank, which offered to buy the note at a discount rate of . The transaction was made on July 7. How much cash did MAK receive for the note?
the annual precipitation amounts in a certain mountain range are normally distributed with a mean of 88 inches and a
A bungee jumper leaps off the starting platform at time t = 0 and rebounds once during the first 5 seconds. With velocity measured downward, for t in seconds.
Solve for k such that the system has infinitely many solutions
What ordering cost would enable the manager to justify ordering every other day? (Round your intermediate calculations and final answer to 2 decimal places. Omit the "tiny_mce_markerquot; sign in your response.)
Two people are to meet in the park. Each person is equally likely to arrive, independent of the other, at 2:00, 2:30, or 3:00 p.m. Let Xequal the time that the first person to arrive has to wait, where Xis taken to equal 0 if both people arrive at..
Calculate q between 150 K and 100 K for three cases: (a) two sheets of highly polished aluminum, (b) three sheets of highly polished aluminum,
Lacy Dodd has been directed to pay all invoices in time to receive any discounts offered by vendors. However, she has an invoice with terms of 2/10, n/30.
If A denotes some event, what does Upper A overbardenote? If P(A)equals0.002,what is the value of P(Upper A overbar)?If P(A)equals0.002,is Upper A overbarunlikely?
If the marble selected is white, then what is the probability that a flip resulted in a head?
In an N machine one operator environment, five automatic machines are attended by one operator. Every time a machine completes a batch, the operator must reset.
Probability : Dice and Payoff c) in part a, if you bet one dollar that a sum of 10 will turn up, what should the house pay (plus returning your one dollar bet) if a sum of 10 turns up for the game to be fair?
Let p(x) stand for "x is a prime," q(x) for "x is even," and r(x, y) stand for "x = y." Write down the statement "There is one and only one even prime,".
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