A sales manager is considering 3 salespersons (A, B, and C) that could potentially hit their target soon. The probability that salesperson A will hit their target is 0.3 while that of B and C are 0.5 and 0.6 respectively. Assume these events are independent. Hint: Draw a probability tree/tree diagram. Do not round calculation results. What is the probability that 1. all 3 salespersons will hit their target? 2. none of the 3 salespersons will hit their target? 3. only salesperson A will hit their target?

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A sales manager is considering 3 salespersons (A, B, and C) that could potentially hit
their target soon.
The probability that salesperson A will hit their target is 0.3 while that of B and C are
0.5 and 0.6 respectively.
A Assume these events are independent.
Hint: Draw a probability tree/tree diagram.
Do not round calculation results.
What is the probability that
1. all 3 salespersons will hit their target?
2. none of the 3 salespersons will hit their target?
3. only salesperson A will hit their target?
4. only salespersons B and C will hit their target?
5. at least one salesperson will hit their target?
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MacBook Pro
esc
88
F3
F4
F5
F7
F8
#
2$
%
4
5
tob
W
dock
K
凹 Q
Transcribed Image Text:A sales manager is considering 3 salespersons (A, B, and C) that could potentially hit their target soon. The probability that salesperson A will hit their target is 0.3 while that of B and C are 0.5 and 0.6 respectively. A Assume these events are independent. Hint: Draw a probability tree/tree diagram. Do not round calculation results. What is the probability that 1. all 3 salespersons will hit their target? 2. none of the 3 salespersons will hit their target? 3. only salesperson A will hit their target? 4. only salespersons B and C will hit their target? 5. at least one salesperson will hit their target? Submit Question MacBook Pro esc 88 F3 F4 F5 F7 F8 # 2$ % 4 5 tob W dock K 凹 Q
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