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Question: Our pension fund model is streamlined, perhaps too much. It does all of the calculations concerning cash flows in row 20. James decides he would like to break these out into several rows of calculations: Beginning cash (for 2010, this is the amount allocated; for other years, it is the unused cash, plus interest, from the previous year), Amount spent on bonds (positive in 2010 only), Amount received from bonds (positive for years 2011 through 2024 only), Cash available for making pension fund payments, and, below the Amount required row, Cash left over (amount invested in the fixed interest rate). Modify the model by inserting these rows, enter the appropriate formulas, and run Solver. You should obtain the same result, but you get more detailed information.
Let x and y be real numbers. Show that x 0 if and only if x 0 if and only if x=y.
y'' + xy' + 2y = 0 X0=0 a) Seek power series solutions of the given differential equation about the given point X0;find the recurrence relation. b) Find the four first terms in each of two solutions Y1 and Y2 (unlessthe series terminates sooner).
A computer sale is happening
What are the vertical and horizontal forces of a 1200 N force directed to the right and upward at an angle of 43 degrees with the horizontal?
Analysis the graph of the derivative.
Which pair has equally likely outcomes? Check the two choices below which have equal probabilities of success. A standard deck of cards has 12 face cards and four Aces (Aces are not face cards).
A brief and an original writeup has been provided to explain the student community the concept of vertical lines. A graphical example of equation x=4 has been attached to aid the understanding of the concept.
Find the least complete solution to the congruence. Start by making a table of the least residues of 12, 22, ...., 82 (mod 17). 5x2 + 11x - 2 ≡ 0 (mod 17)
Let A be a matrix of size m × n and let B be a matrix of size k × l .
Find the angle between the two forces. Round to the nearest integer.
Is the series geometric or telescoping? What is the nth partial sum sn? Is the series convergent or divergent? Why?
Write what you would suppose and what you would need to show to prove this statement by contraposition.
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