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Time vs return: You have a part-time job conducting public interviews. You find that a political interview takes 55 min. and a market interview takes 45 min. You need to minimize the time you spend doing interviews to allow more time for your full-time job. The rules to keep the part-time job are as follows: You must complete at least 8 interviews each week. Also, you must earn at least $60 a week of which you earn $10 from each political interview, and $8 from each market interview. You also have the restriction that you must earn at least 40 bonus points per week of which 5 come from political interviews and 6 come from market interviews. How many interviews of each should you do each week to minimize the time you spend. Be specific, explain your logic and show all your work.
Asaro was given $1,000 worth of stock in 2001. By 2004, the stock was worth $1,750. If the value of the stock increases at a constant rate, what is its worth in 2006?
Who is the Hermite interpolation technique named after? Describe at least three of his contributions to the field of mathematics. Use at least one source in addition to your textbook with an appropriate citation and reference. (Do not use Wikipedi..
Find an equation of the line tangent to the curve at the point corresponding to the value of the parameter.
Jill's father bought Jill a car with the understanding that she would pay the car off in four years by making equal monthly installments. The car cost her father $5000 plus 9% sales tax. How much are the monthly payments Jill must make to her fath..
Let V be the set of functions having the set of real numbers as domain whose graphs pass through the point:
Solve the questions on graphical representation of linear equations. Show all of your work and plot the graphs using the EZGraph tool.
The distance, D, in miles, that you can drive on $1 worth of gas as a function of the cost, g, in dollars, of a gallon of gas can be modeled by the power function: D(g) = 22.02g^-1.02
Recall that an element a is called algebraic over a ring (or field) R if a is the root of some polynomial in R[x].
For the following curve, find the vector equation of the tangent line at t0, and state the slope of the tangent line at t0. [Note that the slope of a vector v=(v1,v2) is v2/v1].
Evaluate whether the given geometric series converge, hence determine the exact number or expression that the series converges to
Find the formulas for computing the check digits for the international standard book number(ISBN),for both ISBN-10 and ISBN-13.Hence find the check digit for the book with ISBN '0-8176-4227'
find the rate of change of the volume of water in the container, with respect to time, when h=3 cm. indicate units of measure.
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