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Course: LECTURE 5, Summer 2009School: SUNY Albany
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<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN" "http://www.w3.org/TR/REC-html40/loose.dtd"> <HTML> <META NAME="GENERATOR" CONTENT="TtH 2.32"> <title> Lecture V</title> <H1 align=center>Lecture V </H1> <body BGCOLOR="#FFFFFF" TEXT="#000000" LINK="#CC0000" ALINK="#FF3300" VLINK="#330099"> <BASE HREF="http://omega.stat.psu.edu:8008/summer99/lecture5/"> <CENTER><A HREF="carlos"><IMG SRC="/urhere.gif" ALT="Another service from Omega" border=0></A></CENTER> <H1 align=center>An Introduction to <a href="/keyword/markov-chain-monte-carlo/" >markov <a href="/keyword/chain-monte-carlo/" ><a href="/keyword/chain-monte/" >chain monte</a> carlo</a> </a> </H1> <img alt="*****" src="/dot_green.gif" align="left" width="550" height="10"> <br>
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<!DOCTYPE HTML PUBLIC "-/W3C/DTD HTML 4.0 Transitional/EN" "http:/www.w3.org/TR/REC-html40/loose.dtd"><HTML><META NAME="GENERATOR" CONTENT="TtH 2.32"> <title> Lecture
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:10. A pair of fair dice is rolled. The probability that thesum of the faces that come up is either 7 or 12 is closest to a. 0.20 b. 0.30 c. 0.40 d. 0.50 e. 0.60
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# this provides the extra score to attribute during alignment for each position of a codon# when it is conserved with its counterpart (default are 2 2 1 to put less weight# on the wobble position.)# setting to 0 0 0 ignores codon information and
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22 P -20.731 -14.702 69.760 OP1 -20.819 -13.671 68.695 OP2 -19.527 -15.559 69.867 O5' -22.021 -15.630 69.695 C5' -22.752 -15.772 70.892 C4' -24.247 -15.708 70.647 O4' -24.796 -14.517 71
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:: average = 68 inches, SD = 3 inches : average = 120 pounds, SD = 20 pounds r = 0.6Assume that the scatter diagram has linear regression, ishomoscedastic, and is football-shaped.The average weight of those who are 65 inches
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J: average LSAT score = 650, SD = 80 J average first-year score = 65, SD = 8, r = 0.4 J It turns out that you would expect a student who scored in the90th percentile on the LSAT test to be only in the 69thpercentile of the first-ye
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J: average LSAT score = 650, SD = 80 J average first-year score = 65, SD = 8, r = 0.4 J It turns out that you would expect a student who scored in the90th percentile on the LSAT test to be only in the 69thpercentile of the first-ye
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