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Determine the divergence of the volume integral of Q/r^2 r(vector)over the sphere of radius 5 by solving the surface integral.
How would you find the definite integral for the following functions: f(X) = 67 over the interval [0,1]
Indicate whether each system is independent, inconsistent or dependent
Give a recursive algorithm for computing n * a using only addition, where n is a positive integer and a is a real number. (add a to itself n times).
Four positive numbers, each less than 80, are rounded to the first decimal place and then multiplied together. Use differentials to estimate the maximum possible error in the computed product that might result from the rounding.
The objective is to minimize the sum of the completion times of all the jobs. Provide an integer programming formulation for this problem.
Taylor expansion to find the dominant behavior of velocity - evaluate the dominant behavior of v(t), and also the first correlation to that dominant behavior.
Find the variation constant and an equation of variation where y varies directly as x and y= 72 and x=8
For the two acute angles, m1=6x -3° and m2 =x + 2°. Solve for x and the measure of each angle. State the ideas from the tool kit that justify the procedure you use.
To estimate the proportion p of passengers who had purchased tickets for more than $400 over a year's time, an airline official obtained a random sample of 75. The number of those purchasing tickets for more than $400 was 45.
If the wages per hour are $10, $15, and $18 for low, medium, and high skilled, respectively, how many of each type should be hired to minimize total hourly wages?
Find Probability -Length of Machine Produced Metal Strips. Length of metal strips produced by a machine are normally distributed with mean length of 150 cm
Consider the function f(x,y,z)= e^xy cos(x+z). What is the directional derivative for f at the point P(0, -pie/6, pie/3) in the direction u parallel to i - j + 2k
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