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7. Random Numbers. Many random number generators allow users to specify the range of the random numbers to be produced. Suppose you specify that the random number Y can take any value between 0 and 2. Then the density curve of the outcomes has constant height between 0 and 2 and height 0 elsewhere. a. Is the random variable Y discrete or continuous? Why? b. What is the height of the density curve between 0 and 2? Draw a graph of the density curve. c. Use your graph from part (b) and the fact that probability is area under the curve to find P(YS1).

7. Random Numbers. Many random number generators allow users to specify the range of the random numbers to be produced. Suppose you specify that the random number Y can take any value between 0 and 2. Then the density curve of the outcomes has constant height between 0 and 2 and height 0 elsewhere. a. Is the random variable Y discrete or continuous? Why? b. What is the height of the density curve between 0 and 2? Draw a graph of the density curve. c. Use your graph from part (b) and the fact that probability is area under the curve to find P(YS1).

MATLAB: An Introduction with Applications
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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7. Random Numbers. Many random number generators allow users to specify the range of the random numbers to be produced. Suppose you specify that the random number Y can take any value between 0 and 2. Then the density curve of the outcomes has constant height between 0 and 2 and height 0 elsewhere. a. Is the random variable Y discrete or continuous? Why? b. What is the height of the density curve between 0 and 2? Draw a graph of the density curve. c. Use your graph from part (b) and the fact that probability is area under the curve to find P(YS1).
Transcribed Image Text:7. Random Numbers. Many random number generators allow users to specify the range of the random numbers to be produced. Suppose you specify that the random number Y can take any value between 0 and 2. Then the density curve of the outcomes has constant height between 0 and 2 and height 0 elsewhere. a. Is the random variable Y discrete or continuous? Why? b. What is the height of the density curve between 0 and 2? Draw a graph of the density curve. c. Use your graph from part (b) and the fact that probability is area under the curve to find P(YS1).
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