A company has 200 employees: 120 are women and 80 are men. of the 120 female employees, 30 are classified as managers, while 20 of the 80 male employees are managers. Suppose that an employee is chosen at random. a. Find the probability that the employee is female b. Find the probability that the employee is a manager c. Find the conditional probability that the employee is a manager given that the employee is female d. Find the conditional probability that the employee is female given that the employee is a manager Patulong po sana :'
Sir pwede po bang patulong naintindihan ko po ang conditional probability pero itong problem ang hindi po In a certain community, 28% are SAP,12% are members of 4p's , and somehow 2% are beneficiaries of both SAP and 4p's A. If a citizen from the community is a sap beneficiary, what is the probability that he also is a beneficiary of 4ps? B. If a person from that community is not a 4ps beneficiary, what is the probability that he also is not a sap beneficiary?
Tanong lang po may kaibahan poba ng conditional probability formula na ganito? P(A|B) = P(A intersection B) __________________ P(B) P(B|A) = P(A intersection B) __________________ P(A)
I have really enjoyed watching it😊😊😊well understood🙏
Sir please solve this for me,What is the probability that a total of two dice will be greater than 9,given that the die is a 5?
Nag punta ako dito dahil eto yung Pina nuod samin ng teacher ko
A company has 200 employees: 120 are women and 80 are men. of the 120 female employees, 30 are classified as managers, while 20 of the 80 male employees are managers. Suppose that an employee is chosen at random.
a. Find the probability that the employee is female
b. Find the probability that the employee is a manager
c. Find the conditional probability that the employee is a manager given that the employee is female
d. Find the conditional probability that the employee is female given that the employee is a manager
Patulong po sana :'
a. 120 female employees / 200 total employees
120/200 = 60%
b. 30 female manager + 20 male manager / 200 total employees
50 / 200 = 25%
CONDITIONAL PROBABILITY
c. 30 female manager / 120 female
30/120 = 25%
d. 30 female manager / 50 managers
30/50 = 60%
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Sir pwede po bang patulong naintindihan ko po ang conditional probability pero itong problem ang hindi po
In a certain community, 28% are SAP,12% are members of 4p's , and somehow 2% are beneficiaries of both SAP and 4p's
A. If a citizen from the community is a sap beneficiary, what is the probability that he also is a beneficiary of 4ps?
B. If a person from that community is not a 4ps beneficiary, what is the probability that he also is not a sap beneficiary?
Thank you
Sir ask ko lang po pano nyo po nalalalaman kung anong formula ang gagamitin?
Thanks much
salamat po sir ej from tomas del rosario
Where did you get that 25% in problem no.2?
on the word problem it said that 25 percent both pass so that is the intersection between the A and B (sorry for my wrong grammar)
excellent
Sir ej..pwd po patulong..pwd po ba mahingi ang emai add niyo..tnx
Thank u sir
Tanong lang po may kaibahan poba ng conditional probability formula na ganito?
P(A|B) = P(A intersection B)
__________________
P(B)
P(B|A) = P(A intersection B)
__________________
P(A)
Same question
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