1) A bowl contains 6 berries, 2 are red, one is green, and the remaining is black in color. a) If 2 berries are pulled in sequence, what is the probability that the first is red, and the second is not red, if the first was replaced? b) If 2 berries are picked in sequence, what is the probability that the first is a green and the second is a black one? The first berry picked is not replaced. c) If 3 berries are picked in sequence, what is the final probability, if the first picked is a green and is not replaced, then a red is picked, the red is replaced and finally a black is picked. d) What is the probability that three berries are pulled in sequence without replacement and none is black? e) What is the probability of selecting a prime number or an even number if Steve is picking a number from a collection of numbers from 2-12 with both numbers inclusive.
1) A bowl contains 6 berries, 2 are red, one is green, and the remaining is black in color. a) If 2 berries are pulled in sequence, what is the probability that the first is red, and the second is not red, if the first was replaced? b) If 2 berries are picked in sequence, what is the probability that the first is a green and the second is a black one? The first berry picked is not replaced. c) If 3 berries are picked in sequence, what is the final probability, if the first picked is a green and is not replaced, then a red is picked, the red is replaced and finally a black is picked. d) What is the probability that three berries are pulled in sequence without replacement and none is black? e) What is the probability of selecting a prime number or an even number if Steve is picking a number from a collection of numbers from 2-12 with both numbers inclusive.
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:1) A bowl contains 6 berries, 2 are red, one is green,
and the remaining is black in color.
a) If 2 berries are pulled in sequence, what is the probability
that the first is red, and the second is not red, if the first was replaced?
b) If 2 berries are picked in sequence, what is
the probability that the first is a green and the second is a black one? The first berry picked is not replaced.
c) If 3 berries are picked in sequence, what is the final probability,
if the first picked is a green and is not replaced, then a red is picked,
the red is replaced and finally a black is picked.
d) What is the probability that three berries are pulled in sequence
without replacement and none is black?
e) What is the probability of selecting a prime number or an even number
if Steve is picking a number from a collection of numbers from 2-12 with both numbers inclusive.
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