The Normal distribution with mean µ = 499.6 and standard deviation o = 10.4 is a good description of the total score on the Medical College Admission Test, MCAT. This is a continuous probability model for the score of a randomly chosen student. Call the score of a randomly chosen student X for short. (a) Which of the choices is a correct way to write “the student chosen has a score of 510 or higher" in terms of X. O {X 2 510} O {X < 510} O {X > 510} {510 > X} O {X < 510} (b) Use Table A to find the probability of the event "the student chosen has a score of 510 or higher." (Enter your answer to four decimal places.) P (the student chosen has a score of 510 or higher) =
The Normal distribution with mean µ = 499.6 and standard deviation o = 10.4 is a good description of the total score on the Medical College Admission Test, MCAT. This is a continuous probability model for the score of a randomly chosen student. Call the score of a randomly chosen student X for short. (a) Which of the choices is a correct way to write “the student chosen has a score of 510 or higher" in terms of X. O {X 2 510} O {X < 510} O {X > 510} {510 > X} O {X < 510} (b) Use Table A to find the probability of the event "the student chosen has a score of 510 or higher." (Enter your answer to four decimal places.) P (the student chosen has a score of 510 or higher) =
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:The Normal distribution with mean µ = 499.6 and standard deviation o = 10.4 is a good description of the total score on the
Medical College Admission Test, MCAT. This is a continuous probability model for the score of a randomly chosen student. Call
the score of a randomly chosen student X for short.
(a) Which of the choices is a correct way to write "the student chosen has a score of 510 or higher" in terms of X.
{X > 510}
O {X < 510}
{X > 510}
{510 > X}
O {X < 510}
(b) Use Table A to find the probability of the event "the student chosen has a score of 510 or higher." (Enter your answer to four
decimal places.)
P (the student chosen has a score of 510 or higher) =
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