You have a 52-deck of cards, a fair coin, and an 8-sided die. a). What is the probability of taking the deck of cards, drawing 4 cards (no replacement) and seeing at least one Ace? Convert to percent, then round to 2 significant figures. DO NOT INPUT THE %' SYMBOL. b). What is the probability of rolling the die 2 times and seeing a sum of at least 4, then flipping a coin 3 times and seeing two tails? Convert to percent, then round to 2 significant figures. DO NOT INPUT THE %' SYMBOL. c). What is the probability of rolling a die and receiving less than 2, then flipping a coin two times and seeing at least one heads, then pulling 2 cards (with replacement) and seeing no 2's. Convert to percent, then round to 2 significant figures. DO NOT INPUT THE %' SYMBOL. QUESTION 7 If P(A) = 0.27%, P(B) = 0.59%, and A and B are mutually exclusive, what is P(A n B)? Note: Input the probability as a percent rounded to three significant digits as necessary. Include the percent sign. %3D %3D QUESTION 8 In a clinical drug trial of 360 patients, 197 experienced mild side effects, 148 experienced moderate side effects, and 10 experienced severe side effects. What is the probability that a randomly selected patient will experience mild or moderate side effects? Note: Input the probability as a percent rounded to three significant digits. Include the percent sign.
You have a 52-deck of cards, a fair coin, and an 8-sided die. a). What is the probability of taking the deck of cards, drawing 4 cards (no replacement) and seeing at least one Ace? Convert to percent, then round to 2 significant figures. DO NOT INPUT THE %' SYMBOL. b). What is the probability of rolling the die 2 times and seeing a sum of at least 4, then flipping a coin 3 times and seeing two tails? Convert to percent, then round to 2 significant figures. DO NOT INPUT THE %' SYMBOL. c). What is the probability of rolling a die and receiving less than 2, then flipping a coin two times and seeing at least one heads, then pulling 2 cards (with replacement) and seeing no 2's. Convert to percent, then round to 2 significant figures. DO NOT INPUT THE %' SYMBOL. QUESTION 7 If P(A) = 0.27%, P(B) = 0.59%, and A and B are mutually exclusive, what is P(A n B)? Note: Input the probability as a percent rounded to three significant digits as necessary. Include the percent sign. %3D %3D QUESTION 8 In a clinical drug trial of 360 patients, 197 experienced mild side effects, 148 experienced moderate side effects, and 10 experienced severe side effects. What is the probability that a randomly selected patient will experience mild or moderate side effects? Note: Input the probability as a percent rounded to three significant digits. Include the percent sign.
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Transcribed Image Text:You have a 52-deck of cards, a fair coin, and an 8-sided die.
a). What is the probability of taking the deck of cards, drawing 4 cards (no replacement) and
seeing at least one Ace? Convert to percent, then round to 2 significant figures. DO NOT
INPUT THE %' SYMBOL.
b). What is the probability of rolling the die 2 times and seeing a sum of at least 4, then flipping
a coin 3 times and seeing two tails? Convert to percent, then round to 2 significant figures. DO
NOT INPUT THE %' SYMBOL.
c). What is the probability of rolling a die and receiving less than 2, then flipping a coin two
times and seeing at least one heads, then pulling 2 cards (with replacement) and seeing no
2's. Convert to percent, then round to 2 significant figures. DO NOT INPUT THE %' SYMBOL.
Transcribed Image Text:QUESTION 7
If P(A) = 0.27%, P(B) = 0.59%, and A and B are mutually exclusive, what is P(A n B)?
Note: Input the probability as a percent rounded to three significant digits as
necessary. Include the percent sign.
%3D
%3D
QUESTION 8
In a clinical drug trial of 360 patients, 197 experienced mild side effects, 148 experienced
moderate side effects, and 10 experienced severe side effects.
What is the probability that a randomly selected patient will experience mild or
moderate side effects?
Note: Input the probability as a percent rounded to three significant digits. Include the
percent sign.
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