O123 Complete the following problems. This worksheet is due on and will count toward 16 worksheet points. When randomly selecting a jail inmate convicted of DWI (driving while intoxicated), the probability distribution for the number x of prior DWI sentences is described in the accompanying table. (x) 0.466 0.187 0.042 1. Find the missing probability of the above distribution. 2. Find the probability that an inmate has at least 2 prior DWI's. 3. Find the probability that an inmate has at least 1 prior DWI. 4. What is the expected number of prior DWI's an inmate will have? (Round to 3 decimals.) O12 3 ability Distributions & Binomial Distributions (Sections 6.1 & 6.2) Name Complete the following problems. This worksheet is due on and will count toward 16 worksheet points. When randomly selecting a jail inmate convicted of DWI (driving while intoxicated), the probability distribution for the number x of prior DWI sentences is described in the accompanying table. (x)) 0.466 0.187 3. 0.042 1. Find the missing probability of the above distribution. 2. Find the probability that an inmate has at least 2 prior DWI's. 3. Find the probability that an inmate has at least 1 prior DWI. 4. What is the expected number of prior DWI's an inmate will have? (Round to 3 decimals.)
O123 Complete the following problems. This worksheet is due on and will count toward 16 worksheet points. When randomly selecting a jail inmate convicted of DWI (driving while intoxicated), the probability distribution for the number x of prior DWI sentences is described in the accompanying table. (x) 0.466 0.187 0.042 1. Find the missing probability of the above distribution. 2. Find the probability that an inmate has at least 2 prior DWI's. 3. Find the probability that an inmate has at least 1 prior DWI. 4. What is the expected number of prior DWI's an inmate will have? (Round to 3 decimals.) O12 3 ability Distributions & Binomial Distributions (Sections 6.1 & 6.2) Name Complete the following problems. This worksheet is due on and will count toward 16 worksheet points. When randomly selecting a jail inmate convicted of DWI (driving while intoxicated), the probability distribution for the number x of prior DWI sentences is described in the accompanying table. (x)) 0.466 0.187 3. 0.042 1. Find the missing probability of the above distribution. 2. Find the probability that an inmate has at least 2 prior DWI's. 3. Find the probability that an inmate has at least 1 prior DWI. 4. What is the expected number of prior DWI's an inmate will have? (Round to 3 decimals.)
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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when randomly selecting A jail inmate convicted of DWI the probability distribution for the number X of the prior DWI sentences is described in the acccompany table

Transcribed Image Text:O123
Complete the following problems. This worksheet is due on
and will count toward 16 worksheet points.
When randomly selecting a jail inmate convicted of DWI (driving while intoxicated), the
probability distribution for the number x of prior DWI sentences is described in the
accompanying table.
(x)
0.466
0.187
0.042
1. Find the missing probability of the above distribution.
2. Find the probability that an inmate has at least 2 prior DWI's.
3. Find the probability that an inmate has at least 1 prior DWI.
4. What is the expected number of prior DWI's an inmate will have? (Round to 3
decimals.)

Transcribed Image Text:O12 3
ability Distributions & Binomial Distributions (Sections 6.1 & 6.2)
Name
Complete the following problems. This worksheet is due on
and will count toward 16 worksheet points.
When randomly selecting a jail inmate convicted of DWI (driving while intoxicated), the
probability distribution for the number x of prior DWI sentences is described in the
accompanying table.
(x))
0.466
0.187
3.
0.042
1. Find the missing probability of the above distribution.
2. Find the probability that an inmate has at least 2 prior DWI's.
3. Find the probability that an inmate has at least 1 prior DWI.
4. What is the expected number of prior DWI's an inmate will have? (Round to 3
decimals.)
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