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Question: Calculate the ROI for 1,500 shares of a mutual fund purchased with an offer price of $22.84 per share if the shares were sold with a net asset value (NAV) of $21.97 and had paid a dividend of $0.21 per share during ownership.
There are three types of parts: A, B, and C. The proportion of each part, and the mean and standard deviation of the normally distributed processing times.
The lowest flying speed v (in ft/s) at which a certain airplane can fly varies directly as the square root of the wing load w (in lb per sq. ft). If V=88 ft/s when w= 16 lb/sq ft, find the derivative of v with respect to w.
A 2000-lb cube of ice must be lifted 100 ft, and it is melting at a rate of 4 lb per minute. If it can be lifted at a rate of one foot every minute.
consider the following system of equations 1 4x3y3z-8 2 2xyz-4 3 3x-2ym2-6zm-4. determine the values of m for which
A helicopter used in fighting a forest fire travels at 105 mi/h from the fire to a pond and 70 with water from the pond to the fire.
The equation of a circle is x2 + 4x + y2 + 2y = 0. Write the equation in graphing form. Show your work. Determine the center and radius of the circle.
a baseball coach wants to place ads in teh outfield of his baseball field. the ads are in standard sheets of plywood. how many ads can he place in the outfield?
I cannot find the famous distribution that describes the frequency of the number of times a number comes up in a series of dice rolls?
Subtracting, Adding and multiplying two complex numbers
List all ordered pairs in the partial ordering with the accompanying Hasse diagram.
Evaluate {double integral over region R} [F(dot)n dA] where F= x(ihat)+y(jhat)+(1-x^2-y^2)(khat) and n = 2x(i)+2y(j)+k and R is the disk x^2+y^2
A cone with height 12 ft and radius 4 ft, pointing downward, is filled with water to a depth of 9 ft.
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