Recent content by rhuelu
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Correlation with two independent variables
how would you prove this?- rhuelu
- Post #3
- Forum: Calculus and Beyond Homework Help
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Correlation with two independent variables
I would appreciate some help with this problem. Assuming X and Y are independent, I'm trying to find the correlation between XY and Y in terms of the means and standard deviations of X and Y. I'm not sure how to simplify cov(XY,Y)=E(XYY)-E(XY)E(Y) =E(XY^2)-E(X)E(Y)^2. If X and Y are...- rhuelu
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- Correlation Independent Independent variables Variables
- Replies: 3
- Forum: Calculus and Beyond Homework Help
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Graduate Is the Correlation between XY and Y Zero if X and Y are Independent?
I would appreciate some help with this problem. Assuming X and Y are independent, I'm trying to find the correlation between XY and Y in terms of the means and standard deviations of X and Y. I'm not sure how to simplify cov(XY,Y)=E(XYY)-E(XY)E(Y) =E(XY^2)-E(X)E(Y)^2. If X and Y are...- rhuelu
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- Correlation
- Replies: 1
- Forum: Set Theory, Logic, Probability, Statistics
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Undergrad Integrating 2 du's: A Scientific Approach
How would I integrate udu/du ? -
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Proof: Matrix Rank of X = n with Y,Z of Rank n-1,1 Respectively
it doesn't seem like this is the most formal logic in the world...is it trivial that the matrices constructed have ranks of n-1 and 1 or does this need to be shown as well- rhuelu
- Post #3
- Forum: Calculus and Beyond Homework Help
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Proof: Matrix Rank of X = n with Y,Z of Rank n-1,1 Respectively
I'm trying to show that any matrix X with rank n can be written as the sum of matrices Z and Y with rank n-1 and 1, respectively. Since X,Y, Z have the same dimensions, is this a simple matter of saying pick one of the columns in X with a pivot. Let Z= X with this column replaced by zeroes...- rhuelu
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- Matrix Proof rank
- Replies: 3
- Forum: Calculus and Beyond Homework Help
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Graduate Proving Matrix X rank Decomposition
How can you prove that matrix X with rank n can be written as the sum of matrices Y and Z where Y has rank n-1 and Z has rank of 1. Thanks!- rhuelu
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- Decomposition Matrix rank
- Replies: 1
- Forum: Linear and Abstract Algebra
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Undergrad Integrating x*(1/2b)*exp(-abs(x-a)/b) - Solution
nevermind, i got it -
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Undergrad Integrating x*(1/2b)*exp(-abs(x-a)/b) - Solution
how would I got about finding the value of the integral from negative infinity to positive infinity if I have 2 different expressions depending on the value of x-a? -
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Undergrad Integrating x*(1/2b)*exp(-abs(x-a)/b) - Solution
I'm not really sure how to deal with the absolute value -
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Undergrad Integrating x*(1/2b)*exp(-abs(x-a)/b) - Solution
Exactly. Thanks. -
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Undergrad Integrating x*(1/2b)*exp(-abs(x-a)/b) - Solution
integral of x*(1/2b)*exp(-abs(x-a)/b) sorry about the format, I don't know how to use the signs. this looks like an integration by parts, but I'm not really seeing how to work it out thanks! -
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Undergrad Finding Solutions for a Matrix with Variables: Row Reduction Required?
here's a tough one... find the values of x for which the matric has no, one, and inf many solutions A= (1 -2 3 1; 2 x 6 6; -1 -3 x-3 0)- rhuelu
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- Matrix Variables
- Replies: 2
- Forum: Linear and Abstract Algebra
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Graduate Do derivatives belong to unique functions?
thanks...that makes sense. Do you think this logic still holds if we only know that F(x) is right continuous? This is one of the properties of a cdf.