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Question: Let A be an n × n matrix with eigen values 1, 2, · · · , n. Prove there are (2n)n! Different matrix S with the property that the length of each column vector of S is 2 such that (S -1)AS is diagonal.
Maryam pays $3000 on the 30th day of a $7,000, 120-day, and 8% loan.
make a chart of the possible dimensions for a rectangle withan area of 196m2. What are the optimum dimensions of the rectangle for minimizing the perimeter?
A municipal bond pays 8.3% interest compounded semiannually on its face value of $2,000. The interest is paid at the end of every half-year period. Fifteen years from now the face value of $2,000 will be returned.
Why is it stated that LIFO usually produces a lower gross profit than FIFO and prepare all necessary entries in general journal form for Sanford Corp.
What is the probability that the six numbers chosen by the player match all 6 numbers in the state's sample? What is the probability that 5 of the 6 numbers chosen by the player match all 6 numbers in the state's sample?
applications of the law of cosines.find the side of a regular dodecagon that is inscribed in a circle with radius 4
What Increase in the objective function coefficients in this model would change the optimal solution point? Explain your answer.
sides of a square are lengthened by 6cm the area becomes 225cm^2 what is the length of the original side of the square.
application of law of cosines to pentagonsa regular pentagon is inscribed in a circle of radius 4 centimeters. make use
Exponentials depending on the random variable
What is the crossover rate between Project A and Project B?
Consider the function f(x,y,z)= e^xy cos(x+z). What is the directional derivative for f at the point P(0, -pie/6, pie/3) in the direction u parallel to i - j + 2k
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