Respuesta :
Answer:
2/3
Step-by-step explanation:
So we have 10%+5%=15% of clients under the condition "permanent", and we can find the probability that a client in that group requested a haircut:
P(haircut | permanent)=10%/15%=2/3
ā
The probability that a randomly chosen client requested a haircut given that he has requested a permanent is 66.66%.
Given that a salon owner noted what types of services its clients requested last week, and the results were that 5% requested dye only, 30% haircut and dye, 35% haircut only, 10% hair cut and permanent, 5% permanent only, and 15% other, to find the probability that a randomly chosen client requested a haircut given that he has requested a permanent the following calculation must be performed:
All the options that include the perm must be added, and then establish through a cross multiplication the percentage of those options that include a haircut.
- 10 (haircut and permanent) + 5 (permanent only) = 15
- 15 = 100
- 10 = X
- 10 x 100/15 = X
- 66.66 = X
Therefore, the probability that a randomly chosen client requested a haircut given that he has requested a permanent is 66.66%.
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