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Evaluate the double integral of the function over the rectangle. (Round your answer to three decimal places.)
∫∫R ex sin y dA, R = [0, 7] Times [0, π/4].
Evaluate the double integral of the function over the rectangle.
∫∫R e4x+3y dA, R = [0, 1] x [1, 2]
Evaluate the integral. (Round your answer to three decimal places.)
2∫30∫1 (7yexy) dy dx
Evaluate the integral of f(x, y) = xy over the shaded domain D. (Assume that a =4.)
∫∫D xy dA
Check that N(t) = t/(1 +ct) is a solution of the differential equation dN/dt = N^2/t^2. Treat c as an unspecified constant.
To perform a t-test comparing means, what "minimal" level of measurement must your dependent variable be?
Mr. Smith feels that each day his dog should have at least 8 units of protein, 5 units of carbohydrates, and 16 units of fat. How many cans of each dog food should he give to his dog each day to provide the minimum requirements at the least cost?
How many of each should you purchase to minimize the total cost? (b) What is the total cost?
find functions f and g so that hx fgxhx1
Determine whether or not the given vector field is conservative. If its conservative find f such that F=delta f
At every subsequent stage, a ball is randomly selected from the urn whose color is the same as that of the ball previously selected and is then returned to that urn. In the long run, what proportion of the selected balls are red? What proportion a..
Consider the complex number:
how many different finishes among the first three places are possible for a ten-horse race? How many ways can a three-person subcommittee be selected from a committee of seven people?
Objective questions based on regression.
A garden table and a bench cost $1000 combined. The cost of the garden table is three times the cost of the bench. What is the cost of the bench?
Find the distance of the point (1,2,3) from the line x=y=z. Find the distance between the lines x-1=2y=z and x=-t+3y, y=3t, z=5.
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