You randomly select five owners who participated in the survey and ask each one of them which business skills he or she wants to develop further. Let x represent the number who said financial management was the skill they wanted to develop further. The table: Customer Service 63% Marketing/sales 58% Financial Management 48% Decision making 40% Negotiations 30% a. Construct a binomial distribution and sketch the histogram. b. Find the probability that exactly two owners will say "financial management." C. Find the probability that fewer than four owners will say "financial management."

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Nünito
12
B IU
2 3 4 TI 5
You randomly select five owners who participated in the survey and ask each
one of them which business skills he or she wants to develop further. Let x
represent the number who said financial management was the skill they wanted
to develop further. The table:
Customer Service
63%
Marketing/sales
58%
Financial Management
48%
Decision making
40%
Negotiations
30%
a. Construct a binomial distribution and sketch the histogram.
b. Find the probability that exactly two owners will say "financial
management."
C. Find the probability that fewer than four owners will say "financial
management."
d. Based on the table above, it is obvious that business owners could make
more than one choice in the survey (since the percentages sum to well
above 100%). Joaquin (a probability and statistics student) suggests that
he could find the probability of owners who did not say “Negotiations"
and "Decision making" by setting p = 0.30 and q = 0.70. How did Joaquin
arrive at his values for p and q? Is Joaquin's logic correct, namely that he
could find the probability of those owners who did not say "Negotiations"
and "Decision making"? EXplain.
F9
F10
F5
F6
F7
F8
F3
F4
%23
近
Transcribed Image Text:Normal text Nünito 12 B IU 2 3 4 TI 5 You randomly select five owners who participated in the survey and ask each one of them which business skills he or she wants to develop further. Let x represent the number who said financial management was the skill they wanted to develop further. The table: Customer Service 63% Marketing/sales 58% Financial Management 48% Decision making 40% Negotiations 30% a. Construct a binomial distribution and sketch the histogram. b. Find the probability that exactly two owners will say "financial management." C. Find the probability that fewer than four owners will say "financial management." d. Based on the table above, it is obvious that business owners could make more than one choice in the survey (since the percentages sum to well above 100%). Joaquin (a probability and statistics student) suggests that he could find the probability of owners who did not say “Negotiations" and "Decision making" by setting p = 0.30 and q = 0.70. How did Joaquin arrive at his values for p and q? Is Joaquin's logic correct, namely that he could find the probability of those owners who did not say "Negotiations" and "Decision making"? EXplain. F9 F10 F5 F6 F7 F8 F3 F4 %23 近
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