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Rework problem 22 from section 4.3 of your text, involving a carnival fishpond. Assume that the pond contains 100 fish: 74 fried, 25 teal, and 1 poached. A contestant pays $0.40 to randomly catch one fish and receives $0.40 if the fish is fried, $2.20 if the fish is teal, and $17.00 if the fish is poached.
How much (on average) does the carnival gain on each play? (If the carnival loses money, enter a negative dollar amount)
Sharon needs 64 credits to graduate fro her community college. So far she has earned 24 credits. What percent of the required credits does she have?
A furniture manufacturer produces sofas, tables, and chairs. The profits per item are, respectively, $70, $120, and $80. The pieces of furniture require the following labor-hours for their manufacture.
Project: Create and interpret a line graph. Project Description: A line graph, sometimes called a run chart, is used to show changes in performance measurement data over several time periods
1. Find an equation of the line that passes through (-3, 5) and is parallel to the line with equation 5x - 2y = 10. Write the new equation in point-slope form.
applications of quadratic equations maxima and minimaa rain gutter is to be made up of rectangular aluminum sheets 12
Explain what is wrong and why it is wrong.
If A11 is invertible, then the matrix S = A22 - A21-1 A11 A12 is called the Schur complement of A11. Likewise, if A22 is invertible, the matrix A11 A12 - A-122 A21 is called the Schur complement of A22. Suppose A11 is invertible. Find X and Y such..
Read the case Dunkin' Donuts Betting Dollars on Donuts beginning on page 451 of your text.
Write the equation of the line that goes through the point (-3,-6)and is parallel to the line-x+3y=-0.5.
What is the probability that it has exactly three distinct digits and how many different ways could the funds be split up - determine probability of appearing, and then order the hands by value:
fixed axis has an angular position given by theta = 3.0 - 2.0t3, where theta is measured in radians and t in seconds. What is the angular acceleration of the wheel at t = 2.0 s?
The cost of a flow is Σu,v∈V f(u, v), and the goal is to find the feasible flow ofminimum cost. Express this problem as a linear program.
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