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A company needs to ship 844 large boxes. There are two types of trucks it can rent to do this; the medium trucks can carry 28 boxes, and the large trucks can carry 34 boxes. If the company wants to send out only fully loaded trucks (and they should return empty), how many trucks of each type would need to be rented? (Find all possible ways to do this.)
Consider the following elements of the vector space P3 of all polynomials of degree less than or equal to 3. p(x)= x-1, q(x)=x+x2, r(x)= 1+x2-x3
There are two companies, the IL Company and the MO Company. They are trying to build a 3000 ft. tunnel connecting St. Louis, IL and St. Louis, MO.
If three parts are selected at random from the bin, what is the probability that exactly two are defective? I am having trouble understanding the correct equation
Prove the parallelogram equality that is, the sum of the squares of the diagonals of a parallelogram equals the sum of the squares of its sides.
Treat the statistics from part (a) as if they are population parameters and assume a normal distribution to find the values of the quartiles, Q1, Q2 and Q3.
From a total of 15 people, three committees consisting of 3, 4, and 5 people, respectively, are to be chosen. How many such sets of committees are possible if there is no restriction on the number of committees on which a person may serve?
Calculate the operating cost and probability values
The trigonometric function to find exact value.
Find an 85 percent confidence interval
four emergency radios are available for rescue workers but one does not work properly. two randomly selected radios are taken on a rescue mission. let X be the number that work properly between the two.
Solve this model by using graphical analysis
Calculate an adjusted exponentially smoothed forecast
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