Natalie performed a probability experiment that involves multinomial distribution. She put the colored chips that she prepared in a jar. The jar now contains 3 red chips, 2 violet chips, 2 blue chips, and 4 black chips. Blindfolded, she selects one chip at random. She records the color after every draw and put the chip back in the jar. She repeats it for 30 times. See attached file for the table. Given that there are 5 trials, a) Determine the probability that 2 red chips, 2 black chips, and 1 violet chip are picked. b) Determine the probability that 4 black chips and 1 violet chip are picked. c) Determine the probability that 2 black, 1 red, 1 blue, and 1 violet chip are picked
Natalie performed a probability experiment that involves multinomial distribution. She put the colored chips that she prepared in a jar. The jar now contains 3 red chips, 2 violet chips, 2 blue chips, and 4 black chips. Blindfolded, she selects one chip at random. She records the color after every draw and put the chip back in the jar. She repeats it for 30 times. See attached file for the table. Given that there are 5 trials, a) Determine the probability that 2 red chips, 2 black chips, and 1 violet chip are picked. b) Determine the probability that 4 black chips and 1 violet chip are picked. c) Determine the probability that 2 black, 1 red, 1 blue, and 1 violet chip are picked
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
Natalie performed a probability experiment that involves multinomial distribution. She put the colored chips that she prepared in a jar. The jar now contains 3 red chips, 2 violet chips, 2 blue chips, and 4 black chips. Blindfolded, she selects one chip at random. She records the color after every draw and put the chip back in the jar. She repeats it for 30 times. See attached file for the table.
Given that there are 5 trials,
a) Determine the probability that 2 red chips, 2 black chips, and 1 violet chip are picked.
b) Determine the probability that 4 black chips and 1 violet chip are picked.
c) Determine the probability that 2 black, 1 red, 1 blue, and 1 violet chip are picked
Transcribed Image Text:Trial
Color
Trial
Color
Trial
Color
Blue
11
violet
21
violet
2
Blue
12
Black
22
red
3
red
13
black
23
blue
red
14
red
24
black
red
15
red
25
black
blue
16
red
26
Black
7
Red
17
blue
27
violet
8.
red
18
blue
28
Red
blue
19
violet
29
violet
10
red
20
blue
30
red
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