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Future Value of a growing annuity
For purposes of compensation, an actuary working for a lawyer estimates the annual earnings of a September 11 victim that died at the Twin Towers at age 32. The victim was making $95,000 a year and a stream of payments for that amount would have likely accrued to him annually until retirement at age 65. The actuary knows that this is an ordinary annuity problem. He assumes, as is usual, that the victim's salary would grow in tandem with inflation, which for years has hovered at around at 3% annually. What is the future value of this annuity, the minimum basis for a possible settlement with the relatives of the victim if a fair settlement were indeed on the table?
consider the multiset {n times a, n times b, 1,2,3...,n+1} of size 3n+1. Determine the number of its n- combinations.
Show that the algebraic closure of Q (rational numbers) in C (complex numbers) (and hence any algebraic closure of Q, once we have the uniqueness statement) is countable.
Find the function that is finally graphed after the following transformation are applied to the graph of Y= square root of X.
Find the area under the graph of f(x) = x^2 - 2x + 2 on the interval [-1 , 2] using a definite integral. Show all required work.
Find the value of n such that the expression is a perfect square trinomial, then factor it. Solve the equation by completing the square and applying the square root property
1. Soybean meal is 16% protein; cornmeal is 8% protein. How many pounds of each should be mixed together in order to get 320-lb mixture that is 14% protein? How many pounds of cornmeal should be in the mixture? 2. Sarah Meeham blends coffee fo..
Finding the new coordinates of the point P.
find the sum upto n terms of the following sequence 3+33+333+... n terms
a 10-foot tree casts a 12-foot shadow. at the same time a nearby cell tower casts a 60-foot shadow. how tall in feet is
Draw the logic diagram for the simplified circuit using AND, OR, and NOT logic gates if each logic gate can have at most two inputs. Assuming a propagation delay of 20 ns per logic gate, what is the total maximum propagation time through the simpl..
Find real numbers a and b such that a is not equal b but a^4 = b^4. Explain why this does not violate the third exponential function property in Theorem 2?
For n = 32 in A, B, and C, plot the results (without the distribution function) overplotting a Gaussian determined by estimating the amplitude and width by eye for the histogram of the result. Do the histograms seem to be Gaussian?
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