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Tagged with mathematica self-study
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how to find domain of marginal pdf when its two variables domain are dependent
I have a pdf $f(x,y)=1/π, 0< x^2+ y^2 <1$； 0, e.w.
Here, we can see $-\sqrt{1-x^2} < y < \sqrt{1-x^2}$
So, the marginal pdf of $X$ is $$\int_{-\sqrt{1-x^2}}^\sqrt{1-x^2} 1/πy \, dy\,.$$
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How can I compute the lower and upper bounds of a confidence interval in a linear regression problem?
I am completing a university statistics assignment on the Mathematica program, and this is the initial question:
"The Medical Research Council wanted to evaluate the
effects of different dosages of a ...
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4
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Chi-square independence in political sciences
I've been assigned to do a cross-class project between political science and math about the behavior of voters in a democratic state. More specifically, I'm focusing on a party from a national ...
