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The manager of a department store wants to build a 1000 square foot rectangular enclosure on the stores parking lot to display some equipment. Three sides of the enclosure will be built of redwood fencing at a cost of 20$ per running foot. The fourth side will be built of cement blocks, at a cost of 30$ per running foot. Find dimensions of the enclosure that will minimize the total cost of the building material.
Create a system of linear equations from your own life. Keep in mind that a system of linear equations will consist of two equations using the same variables and the variables will represent the same thing for both equations
half the books you own are mysteries. one-third are historical fiction. the other four are science fiction. how many of
a recent study of 25 commuters showed that they spent an average of 18.23 on public transportation per week. the
prove soddys hexlet.soddys hexlet is a chain of six spheres each of which is tangent to both of its neighbors and also
Determine whether it is possible to find a circumscribable, isoceles "true" trapezoid (in which the parallel sides are not congruent) that has each of the following properties. Justify the answer
Calculate the operating cost and probability values
Find the area bounded by the graphs- f(x) = x2 and g(x) = x3
Does the data indicate that the mean remission time using the new drug is different from 12.5 week at a level of significance of 0.01 - test the claim that the mean body mass index (BMI) of men is equal to the mean BMI of women.
Explain in your own words how to use the zero-factor property when solving a quadratic equation. Post a problem for classmates to solve.
the area of the patio is 90 square meters. if the bricks measure 20 centimeters by 4 centimeters how many bricks will
Question 1: Modelling in Linear Programming The manager of a power station has to determine an operating policy for next week's power genera-tion. The station has been scheduled to generate a total of 100 gigawatt hours of power during the next we..
A building has a rectangular base with opposite corners at (1,5) and (3,7). The roof is the graph of f (x,y) = x cos(y) + x + 1. What is the volume of the building and what is the average height of the building?
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