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Find out the number of manners of forming a panel if there should be one judge from each of Solomon Islands, Fiji, and New Zealand.
Prove that one can always find out two groups of people (with no common person) the sum of whose ages is the same. Can 10 replaced by the smaller number?
Make and analysis of all variable manufacturing overhead variances using the 4-variance analysis approach. Make and analysis of all fixed manufacturing overhead variances using the 4-variance analysis
Four microprocessors are randomly chosen from batch of 100 micropocessors of which 10 are defective. Determine the probability of obtaining at least one defective microprocessor.
A bit string is the sequence of zeros and ones. How many bit strings of length 13 can be constructed if the strings begin with the 011 or end with 101?
A bit string is the sequence of zeros and ones. How many bit strings of length 13 can be constructed if the string contains exactly 4 zeros?
Solve the given IvP by using Laplace Transform. Show the main steps. No decimal in the answer.
Provide an example of a function f such that f is O(1/x) but 1/x is not O(f). What must be true of any function that is O(1/x)?
Verify General Complementary Slackness on the primal LOP max z = 201x1 + 198x2 - 229x3 - 193x4 subject to
Discuss as carefully as you can why this is a more useful statistic to you than if had found the mean sale price for a home in that community.
What percentage of jets, in cruising position, consume more than 800 gallons?
Bank Two also pays an annual interest rate of 6%, but the money is compounded quarterly. To the nearest dollar, how much money must Rocco invest in order for his amount to match Melissa's amount at
Compute the primary purpose of a mathematical counter example?
Kindergarten children have heights which are approximately normally distributed regarding mean of 38.2 inches and standard deviation of 2.9 inches. What height would bound the lower 24% of all samp
Let GL(n) be the set of nonsingular n × n matrices. For any two matrices A and B in GL(n) define A [+] B = AB where AB is matrix multiplication. For any real number r and nonsingular matrix A,
Assume F is a partition of A and G is partition of B. We define a new family of sets FoG as follows: FoG = {Z is in Powerset(A x B) | There is an X in F and there is a Y in G(Z = X x Y)}
Thomas thinks that he might improve on binary search of sorted array A: he will divide the array's elements in thirds instead of halves, recursing, when necessary, on the correct third.
The re-fi has a new 20 year term (total of 240 payments). Determine the amount of the new payment in the re-fi loan.
Determine a recursive formula for the number of n bit binary strings whcih have the substring 10. How many such strings of length 8 exist? Determine a closed form for the number of n bit binary stri
Lori cook has deveoped the new model y=40.0+4.20x where y=demand for kool air conditioners x= the outside temperature (fahrenheit)
A loan is repaid with payments made at end of each month. The first payments is $3000, with each successive payment being $20 less than the previous and a final payment at month 48 of $2060
Solve this initial value problem using the Laplace transform method.
Determine a recursive formula for the number of n bit binary strings that have the substring 10. How many such strings of length 8 exist? Determine a closed form for the number of n bit binary strin
Show that any optimal randomized probability vectors for the game with pay-off matrix B are also optimal for the game with pay-off matrix A.