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Qusetion: 1. One manufacturer lists an aquarium for $58.95 with a trade discount of $5.90. Another manufacturer lists the same aquarium for $60 with a trade discount of $9.45. Which is the better deal?
2. Beverly Vance received a bill dated March 1 with sales terms of 3/10, n/30. What percent discount will she receive if she pays the bill on March 5?
Determine whether the following disputes are verbal, factual, or some combination of the two. If verbal, discuss whether the dispute arises from vagueness or ambiguity.
Question 1: Find the mean, median and mode of the following: Presto Printing Company sales for the month of February. (NOTE: The company is closed on Sundays.)
Outsourcing the amount (in billions of dollars) spent by the top 15 u.s. Financial institutions on it (information technology) offshore outsourcing.
The lengths of the sides of a triangle are y, y+1 and 7 centimeters. If the perimeter is 56 centimeters, what is the value of y?
How much dinitrogen pentoxide will remain after 30 minutes? How long will it take until 0.01 M of dinitrogen pentoxide remains?
The girth of a graph is the length of its smallest cycle. Use this to generalize the statements and proofs of Theorems I and II.
The ages of workers in the Illuminex plant are approximately normally distributed with a mean of 42 years and a standard deviation of 10 years. A worker is stopped at random and asked to fill out a questionnaire. What is the probability that this ..
What would be a reasonable density function for L?, b) What is the average distance that the worker needs to walk to the retrieval location (including units)?
We would like to build such a network in order to minimize the total building and transportation costs, so that all demand is met. Formulate the problem as an integer programming problem.
COMMISSIONS The base monthly salary of a salesman working on commission is $22,000. For each $50,000 of sales beyond $100,000, he is paid a $1000 commission.
After measuring the duration of many telephone calls, the telephone company found their data was well approximated by the density function p(x) = 0.4e-0.4x.
Let f(x,y) = 1 - x2 - 2y2 and let S be the surface z = f(x,y). Parametrize the path of steepest ascent up S starting from the point (2, 1, -5). What point does the path approach?
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