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On January 1, 2015, Splash City issues $500,000 of 9% bonds, due in 20 years, with interest payable semiannually on June 30 and December 31 each year.
Required:
Assuming the market interest rate on the issue date is 10%, the bonds will issue at $457,102.
farmer wants to fence an area of 13.5 million square feet in a rectangular field and then divide it in half with a fence parallel to one of the sides of the rectangle. What should the lengths of the sides of the rectangular field be so as to minim..
If a hospital patient is given 100 milligrams of medicine which leaves the bloodstream at 14% per hour, how many milligrams of medicine will remain in the system after 10 hours? Use the function A(t) = Iert.
Develop the Basis Step of the algorithm to determine the number of terms of the union of n mutually intersecting sets.
a family wants to cross a river in a boat that holds no more than 250lbs. the husband weighs 160lbs. his wife weighs
a chef wants to make 1 gallon (128ounces) of 80% vinegar to oil salad dressing. he only has pure vinegar and a mild 4% vinegar to oil salad dressing on hand. how many ounces of each should he mix to make the desired dressing?
practice question 1in the table below there are 25 different fuses that will are supposed to trip at 30 seconds when
A meteorologist claims that the average high temperature for the month of August in Philadelphia, PA. is 83 degrees Fahrenheit. If the residents of Philadelphia do not believe this to be true, what hypotheses should they test?
Let (X, d) be a metric space. If A C X and c z 0, let U(A, E) be the E- neighborhood of A. Let 3t' be the collcction of all (nonempty) closed, bounded subsets of X. If A, B E X, define D(A, B) = inf(~ 1 A C U(B, E) and B C U(A, 6)).
Define a relation L on R x R (i.e the Euclidean plane with the usual Cartesian coordinates) by the rule (x, y) L (z, w) if and only if x - y = z - w. Show that L is an equivalence relation. Then describe the equivalence classes.
Define the following sequences in MATHEMATICA. yo = √2-1, z0 = 6-4√2, yk+1 = (1 - f(yk))/ (1+f(yk)), k≥0 and zk+1 = zk(1+yk+1)4 -22k+3 yk+1 (1 + yk+1 + yk+12).
Take 4900 draws from this distribution. Graph the histogram & give the mean and variance of this sample. (Hand in only the histogram and the results for mean and variance).
The metal used to make the top and bottom of a cylindrical can costs 4 cents/in^2, while the metal used for the sides costs 2 cents/in^2. The volume of the can is to be exactly 100 in^3. What should the dimensions of the can be to minimize the cos..
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