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Verify that y1(t) =(1/(t^3)) and y2(t) = (ln(t))/(t^3) are solutions to (t^2)y''+7ty'+9y = 0, t>0. Do y1, y2 for a fundamental set of solutions? Give a reason for your answer and show all steps and calculations.
Compute the mean and median
Explain the statistical analysis that you completed in Part I. Be sure to explain where the data came from, what analysis was done, and what the results were.
What monthly annuity will she receive?
Mike's Sport Shop deposits $3,600 at the end of each year for 12 years at 7% annual interest.
ace truck rental charges 54.00 a day plus 9 cent per mile. ronis truck rental charges 38.00 a day plus 13 cent per
the probability of passing english 0.72 and the probability of passing statistics 0.81and the probability of passing both 0.68. what is the probability of pasinng at least one subject or none.
Considering demand and all costs depicted above, does the single, consolidated warehouse or the two individual warehouses represent the least-total-cost alternative?
The initial charge is Q = 0.001 C and the initial current is 0." Find the charge and current at time t
Use Gram-Schmidt algorithm to the sequence {x_1,x_2, x_3} to find an orthonormal basis of S. Use the result above to find the QR factorization of the matrix A=(x_1l x_2l x_3).
A closed rectangular box has a volume of 32 cubic centimeters. What are the lengths of the edges giving the minimum surface area?
What are the sample mean and sample standard deviation of the diameter for skin test reaction to this antigen of this sample?
What is the minimum number of digits the student must obtain from a random number table for each observation if it rained on two-fifths of the days over the past several years
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