oln Probability Lesson #6: Probability Involving Permutations and Combinatio ASsignment a miorabis hale doy amg Gin 1. A marble is drawn at random from a box containing 10 red, 30 yellow, 20 blue, and 10 pink marbles. State, as an exact fraction, the probability that the marble drae a) yellow b) yellow or red c) not blue d) green Thrso bor 2. A bag contains 6 blue marbles and 10 yellow marbles. Two marbles are drawn from bag without replacement. Determine the following using i) the multiplication law ii) permutations or combinations a) P(both are blue) A.ESaigib edi yd banseonn a ot ai tndw nen to nosods ai afen lo en b) P(the first is blue and the second is yellow) c) P(one is blue and one is yellow) d blooda boeim odmom lionioo oholdas livr oallinmoo-due o ad y

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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Please do question number 1
169
Assignment
1. A marble is drawn at random from a box containing 10 red, 30 yellow, 20 blue,
and 10 pink marbles. State, as an exact fraction, the probability that the marble drawn Is.
a) yellow
b) yellow or red
c) not blue
d) green
Thrso bon
Sabneo bar on(
2. A bag contains 6 blue marbles and 10 yellow marbles. Two marbles are drawn from the
bag without replacement. Determine the following using
i) the multiplication law
ii) permutations or combinations
a) P(both are blue)
Eaigib ed vd batnseongsa a A
ort ai ndwmobiaer to odo ai afr lo eno
b) P(the first is blue and the second is yellow)
c) P(one is blue and one is yellow) d bloorde boeim wod
Peodcom liomi00 oholdas
Transcribed Image Text:169 Assignment 1. A marble is drawn at random from a box containing 10 red, 30 yellow, 20 blue, and 10 pink marbles. State, as an exact fraction, the probability that the marble drawn Is. a) yellow b) yellow or red c) not blue d) green Thrso bon Sabneo bar on( 2. A bag contains 6 blue marbles and 10 yellow marbles. Two marbles are drawn from the bag without replacement. Determine the following using i) the multiplication law ii) permutations or combinations a) P(both are blue) Eaigib ed vd batnseongsa a A ort ai ndwmobiaer to odo ai afr lo eno b) P(the first is blue and the second is yellow) c) P(one is blue and one is yellow) d bloorde boeim wod Peodcom liomi00 oholdas
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