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Question: A rectangular security area is enclosed on one side by a wall, and the other sides are fenced. The length of the wall is twice the width of the area. The total cost of building the wall and fence is $13,200. If the wall costs $50.00/m and the fence costs $5.00/m find the dimensions of the area.
Let P be a set of people, and let Q be a set of occupations. Define a function f : P→Qby setting f(p) equal to p's occupation. What must be true about the people in P for f to be a well-defined function?
Write an equation and solve: Each month an employee has $75 invested in a stock investment plan. This amounts to 5 percent of the employee's monthly salary. Find the monthly salary.
A truck travels at a constant speed of 30.0m/s for 0.8 h. Find the total distance traveled in km.
Given V(s) = 6/ s (s + 2)2, compute the partial fractions and find the inverse transform using the transform table.
You can select 5 values for each of the two data sets and practically calculate the standard deviation and coefficient of variation for each data set to clarify your explanation.
A poster is to have an area of 250 in2 with 3 inch margins at the bottom and sides and a 7 inch margin at the top. What dimensions will give the largest printed area? (Give your answers correct to one decimal place.)
Suppose you are an apparel manufacturer and this suggestion appeals to you. State the relevant population and the most appropriate sampling design.
Sketch and shade in this region. Set up the integral(s) needed to find the area if we use the Slices that are perpendicular to the x-axis.
What is the net present value of the more attractive alternative?
From a balloon 910 feet high, the angle of depression to the ranger headquarters is 64° How far is the headquarters from a point on the ground directly below the ballon?
The most general form of a fourth-order isotropic tensor can be expressed by adijdkl þ bdikdjl þ gdildjk where a, b, and g are arbitrary constants. Verify that this form remains the same under the general transformation given by (1.5.1)5.
Determine how fast the distance between the two players is changing at a moment when the hitter is 8 ft from first base and the first baseman is 6 ft from first base.
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