The selection of a potential candidate for a junior software engineer position is summarized by the applicant's compliance to the following standards: Work Experience Standards Yes no Academic Yes 320 13 Achievement no 38 8. Standards What is the probability that the selected applicant passes to academic requirements or to work experience requirements? (use 3 decimal places, write O on the ones digit. i.e. 0.456) If an applicant is selected at random, what is the probability that he/she passes the academic achievement requirements? (use 3 decimal places, write O on the ones digit. i.e. 0.456) What is the probability that the selected applicant either passes to academic requirements or does not pass to work experience requirements?

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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The selection of a potential candidate for a junior software engineer
position is summarized by the applicant's compliance to the following
standards:
Work Experience Standards
Yes
no
Academic
Yes
320
13
Achievement
no
38
Standards
What is the probability that the selected
applicant passes to academic requirements or
to work experience requirements? (use 3
decimal places, write O on the ones digit. i.e.
0.456)
If an applicant is selected at random, what is the
probability that he/she passes the academic
achievement requirements? (use 3 decimal
places, write O on the ones digit. i.e. 0.456)
What is the probability that the selected
applicant either passes to academic
requirements or does not pass to work
experience requirements?
Transcribed Image Text:The selection of a potential candidate for a junior software engineer position is summarized by the applicant's compliance to the following standards: Work Experience Standards Yes no Academic Yes 320 13 Achievement no 38 Standards What is the probability that the selected applicant passes to academic requirements or to work experience requirements? (use 3 decimal places, write O on the ones digit. i.e. 0.456) If an applicant is selected at random, what is the probability that he/she passes the academic achievement requirements? (use 3 decimal places, write O on the ones digit. i.e. 0.456) What is the probability that the selected applicant either passes to academic requirements or does not pass to work experience requirements?
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