Suppose that you have 9 cards. 4 are green and 5 are yellow. The cards are well shuffled. Suppose that you randomly draw two cards, one at a time, without replacement. G1 = first card is green G2 = second card is green O Part (a) Draw a tree diagram of the situation. (Enter your answers as fractions.) G Y, 5/8 G Y GG GY, 20/72 YG YY O Part (b) Enter the probability as a fraction. P(G, AND G2) = O Part (c) Enter the probability as a fraction. P(at least one green) = Part (d) Enter the probability as a fraction. P(G2 | G1) =
Suppose that you have 9 cards. 4 are green and 5 are yellow. The cards are well shuffled. Suppose that you randomly draw two cards, one at a time, without replacement. G1 = first card is green G2 = second card is green O Part (a) Draw a tree diagram of the situation. (Enter your answers as fractions.) G Y, 5/8 G Y GG GY, 20/72 YG YY O Part (b) Enter the probability as a fraction. P(G, AND G2) = O Part (c) Enter the probability as a fraction. P(at least one green) = Part (d) Enter the probability as a fraction. P(G2 | G1) =
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Transcribed Image Text:Suppose that you have 9 cards. 4 are green and 5 are yellow. The cards are well shuffled.
Suppose that you randomly draw two cards, one at a time, without replacement.
G1
= first card is green
G2
= second card is green
O Part (a)
Draw a tree diagram of the situation. (Enter your answers as fractions.)
G
Y, 5/8
G
Y
GG
GY, 20/72
YG
YY
O Part (b)
Enter the probability as a fraction.
P(G, AND G2) =
O Part (c)
Enter the probability as a fraction.
P(at least one green) =
Part (d)
Enter the probability as a fraction.
P(G2 | G1) =
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