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Given the situation described, identify the type of sampling involved. A fraternity assigned an ID number to each of its current pledges. Twenty-eight of the numbers are chosen by drawing them out of a hat. Each fraternity member whose number was drawn is asked about his level of alcohol use.
Let f (x) = |x| for x greater or equal to -1, less than or equal to +1. Write the Fourier series for f (x) on [-1,1]. Show that this series can be differentiated term by term to yield the Fourier expansion of f'(x) on [-1,1]
Equation of the hyperbola if equations of Asymptotes are given - Determine angles between the Asymptotes of the Hyperbola.
A function of two variables f(x,y) is integrated over the square [0,2] x [-1,1]. ex: integral from 0 to 2 , integral from -1 to 1 f(x,y) dx dy. (I wanted to input integral symbols there but didn't know how).
Finding a simple random sample
Determine the circumference of a circle circumscribed about a square, an equilateral triangle, a regular hexagon, a right triangle
A manufacturer estimates that if x units of a particular commodity are produced, the total cost will be C(x) dollars, where
Find the small positive angle from the positive X-axis to the vector OP that corresponds to (3,3). Find the work done by the constant force 4i-2j if the point of application moves along the line segment from P(1,1) to Q(5,7)
Explain how the temperature difference between the poles and the equator drives the motion of the oceans and atmosphere. What are the differences between ice caps and glaciers?
Determine whether the following assertion is true or false: if you integrate the Fourier series for the delta function d(x) term by term you obtain the Fourier series for the step function s(x).
Create a joint probability table
Find the solution of the following equations: Use the Euler method with the step size shown to advance four steps from the given initial condition with the given differential equation:
The scores on a lab test are normally distributed with mean of 200. If the standard deviation is 20, find
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