100 8. When two balanced dice are rolled, there are 36 possible outcomes. What is the probability that the sum of the numbers on the dice is 6 or 11? A) 17 /36 B) 1 /18 C) 7/ 6 D) 1/ 66 E) 7/36 9. Consider the following game. You roll two fair dice. If you roll a sum of 8, you win $9. Otherwise, you lose $1. Find the expected value (to you) of the game. A) $0.39 B) $1.25 C) $0.09 D) $0.00 E) -$0.50 10. The salaries of ten randomly selected doctors are shown below. $135,000 $139,000 $186,000 $231,000 $249,000 $115,000 $129,000 $818,000 $206,000 $191,000 Find the mean and the median salary. Which one might be the more relevant "average" to look at if you were considering pursuing a career as a doctor? A) Mean: $267,000 Median: $186,000 The median is more relevant. B) Mean: $267,000 Median: $186,000 The mean is more relevant. C) Mean: $240,000 Median: $188,500 The mean is more relevant. D) Mean: $240,000 Median: $188,500 The median is more relevant
100 8. When two balanced dice are rolled, there are 36 possible outcomes. What is the probability that the sum of the numbers on the dice is 6 or 11? A) 17 /36 B) 1 /18 C) 7/ 6 D) 1/ 66 E) 7/36 9. Consider the following game. You roll two fair dice. If you roll a sum of 8, you win $9. Otherwise, you lose $1. Find the expected value (to you) of the game. A) $0.39 B) $1.25 C) $0.09 D) $0.00 E) -$0.50 10. The salaries of ten randomly selected doctors are shown below. $135,000 $139,000 $186,000 $231,000 $249,000 $115,000 $129,000 $818,000 $206,000 $191,000 Find the mean and the median salary. Which one might be the more relevant "average" to look at if you were considering pursuing a career as a doctor? A) Mean: $267,000 Median: $186,000 The median is more relevant. B) Mean: $267,000 Median: $186,000 The mean is more relevant. C) Mean: $240,000 Median: $188,500 The mean is more relevant. D) Mean: $240,000 Median: $188,500 The median is more relevant
MATLAB: An Introduction with Applications
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Chapter1: Starting With Matlab
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Related questions
Question

Transcribed Image Text:100
8. When two balanced dice are rolled, there are 36 possible outcomes. What is the probability that the
sum of the numbers on the dice is 6 or 11?
A) 17 /36
B) 1 /18
C) 7/ 6
D) 1/ 66
E) 7/36
9. Consider the following game. You roll two fair dice. If you roll a sum of 8, you win $9. Otherwise, you
lose $1. Find the expected value (to you) of the game.
A) $0.39
B) $1.25
C) $0.09
D) $0.00
E) -$0.50
10. The salaries of ten randomly selected doctors are shown below.
$135,000 $139,000 $186,000 $231,000 $249,000
$115,000 $129,000 $818,000 $206,000 $191,000
Find the mean and the median salary. Which one might be the more relevant "average" to look at if you
were considering pursuing a career as a doctor?
A) Mean: $267,000 Median: $186,000 The median is more relevant.
B) Mean: $267,000 Median: $186,000 The mean is more relevant.
C) Mean: $240,000 Median: $188,500 The mean is more relevant.
D) Mean: $240,000 Median: $188,500 The median is more relevant
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