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A javelin is thrown in the air. It's height is given by h(x)= -1/20x^2+8x+6, where x is the horizontal distance in feet from the point at which the javelin is thrown.
A) How high is the javelin when it was thrown?B)What is the maximum height of the javelin?C)How far from the thrower does the javelin strike the ground?
Find A.M, G.M, H.M, median and mode of following data and find the missing frequencies from the data given below if mean is 60.
Give examples (either a graph or the system of equations) of the 3 types of solutions to a system of linear equations - one solution, no solution, infinitely many solutions.
Explain why the existing $310,000 of fixed costs is a sunk cost, while the $320,000 of fixed costs associated with the proposed addition is an out of pocket cost.
The format for the final answer should be similar to this one: if the problem is tan^(-1) * (2i). answer: (n + 1/2)*pi + (i/2) * ln(3) , (n =0, +-1, +-2,...)
Probability and computing the odds. Compute the odds of each of the following events and rank them in order of decreasing likelihood.
For the following algorithm find the number of times the assignment statement (:=) is executed during the running of the program. Answer the question by giving a formula in terms of n:
You are experimenting with designs for a fruit bowl with a square base. The general idea is to attach congruent regular polygons to the sides of the base and "fold them up" until the closest edges of adjacent polygons meet.
How many different meals are possible if the cold appetizer and dessert are served with all meals and the entries are served in the order of selection?
If A has eight unique elements and B has eight unique elements, how many one-to-one functions would there be? Also, I'd like to know how many there would be if A happened to have less elements than B or if B had less elements than A.
Find the critical points of the following functions and determine whether they are local maximums, minimums or otherwise using the second derivative test.
What is the probability that at least 50 customers pay in cash? What is the probability that no more than 15 customers pay in cash? What is the probability that more than 20 and less than 40 customers pay in cash?
The derivative of a continuous function at x is the slope of the tangent line to the curve at x. The attached pdf file develops the idea of a derivative first using slopes of secant lines and then introducing and explaining the difference quotient..
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