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Question: 1. Alan Dan could purchase a jet ski for $9,995 cash. He paid $2,000 down and financed the balance with 36 monthly payments of $295.34. Find the APR of the loan.
2. Nellie Chapman bought a Harley-Davidson motorcycle that had a cash price of $12,799 with a $2,500 down payment. She paid for the motorcycle in 48 monthly payments of $296.37. Find the APR for the loan.
Determine the output of the LTID system for the input x[k] = (1/2)ku[k] using the time-convolution property.
In a set of 24 months of data for medical leave that has a mean of 11 days per month and a standard deviation of 4.69, how many months are expected to have fewer than 15.69 days per month reported medical leave (one standard deviation above the me..
Find the long run probability that a caller gets an agent immediately - find the long run probability that a caller is put on hold?
Use ten steps of Euler's method to determine an approximate solution for the differential equation y' = x3, y(0) = 0, using a step size ?x = 0.1.
Verify that y1(t) = 1/t^3 and y2(t) = ln(t)/t^3 are solutions to t^2y''+7ty'+9y = 0, t > 0. Do y1, Y2 form a fundamental set of solutions? Give a reason for your answer.
Use the dot product to find the angle AP B. (In chemistry, this angle is often approximated by 109.5°. A methane molecule can be represented by four hydrogen.
the everton college store paid $1688 for an order of 44 calculators the store paid 10 dollars for each scientific calculator the others all graphing calculators cost $58 each how many of each type of calculator was ordered.
A mixed group: means. A group of 20 children at a nursery school are exposed to whooping cough by playing with an infected child.
Compute and give the exact answer of the following. 0∫2f(x) dx and 1∫3f(x) dx
Dominic drove from Phoenix to Tucson on Interstate 10, a distance of 116 miles. The speed limit on this highway varies between 55 and 75 miles per hour.
1 consider the curvex t4 - 2t y t t4.a graph the curve using a computational software package.b use your graph to
Find an equation for the sphere centered at (2, -4, -1) that is tangent to the y-z coordinate plane.
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