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Problem 1 : Prove that the two dimensional compression of a Gaussian function in three dimensions is still a Gaussian.
Hint: The three dimensional Gaussian is
g(r) = (1/(2Πσ)1/2)e r2/2σ2 Here r2 = x2+y2
Determine the correct balance of cash and cashg equivalents to be reported in the currect asset section of the 2009 balance sheet.
a company is constructing an open-top, square-based, rectangular metal tank that will have a volume of 60ft^3. what dimensions yield the minimum surface area?
Rate of change over the time intervals .
The number of parks, y, being built in a city over a period of time, x, is graphed on a rectangular coordinate system. Write a paragraph describing your interpretation when the slope is positive
a survey of group of students revealed that 85% have a mobile phone, 60% have an MP3 player and 5% have neither. Find the probability that the student has a mobile phone.
How would you find the definite integral for the following functions: f(X) = 67 over the interval [0,1]
if the first and the third consecutive odd integers are added,the result is 87 less than five times the second integer. find the third integer.
Essay on the applications of Differential Equation to Petroleum Engineering. Applications include on the site of drilling, in the class room, and in the field of petroleum engineering in general.
find an equation of the line passing throughout (-3,4) and parallel to the x-axis.
Find the distance.
If 20 units of A are required in Week 10, use the low-level-coded bill of materials (product structure tree) to ?nd the necessary planned order releases for all components.
Find and solve a recurrence relation for the number of ways to make a pile of n chips using red, white, and blue chips and such that no two red chips are together.
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