Recent content by EvenSteven
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Covariance between functions of 3 random variables
Find cov(Y,Z) where Y = 2X_1 - 3X_2 + 4X_3 and Z = X_1 + 2X_2 - X_3 Information given E(X_1) =4 E(X_2) = 9 E(X_3) = 5 E(Y) = -7 E(Z) = 26 I tried expanding cov(Y,Z) = E(YZ) - E(Y)E(Z) but can't figure out how to calculate E(YZ)- EvenSteven
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- Covariance Functions Random Random variables Variables
- Replies: 1
- Forum: Calculus and Beyond Homework Help
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Solving a Polar Plot with r^2 Area Problem: r^2=8cos(2θ)
Area problem regarding r^2=8cos(2θ) and some other curve. I don't understand how to plot this. I started off with a table of values. I get confused when θ = π/2. I thought it would give r^2 = -8. But looking at mathematica it gives a leminiscate that crosses the origin. How come? Is it...- EvenSteven
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- Plot Polar
- Replies: 1
- Forum: Calculus and Beyond Homework Help
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Most Commonly Mispronounced Mathematicians
So are you saying we need to enunciate their name like it sounds in their native language? French is my first language and I wouldn't say Daycart is a wrong pronunciation. A lot of phonemes in french and other languages don't have an exact replica in english. Descartes in french sounds like...- EvenSteven
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- Forum: General Math
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Graduate Trigonometric identity from Euler's intro to analysis of infinite
Yes, thank you very much, figures I just had to use basic identify sin^2x = 1 - cos^2x and then simply factor to get to euler's answer. I definitely should have seen that.- EvenSteven
- Post #3
- Forum: General Math
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Graduate Trigonometric identity from Euler's intro to analysis of infinite
So I'm trying to get through euler's introduction to the analysis of the infinite so I could eventually read his books on calculus but I'm stuck somewhere and can't seem to figure out how he equates this identity so by expanding I get sin(2y) * cos(z) + cos(2y) * sin(z). I get that the...- EvenSteven
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- Analysis Identity Infinite Intro Trigonometric Trigonometric identity
- Replies: 2
- Forum: General Math