What is the Expected Daily revenue of the Large Animal Clinic? They asked me on part one to find the probability of that at least 1 of the 10 horses had a disease(AKA P(1)+P(2)+..P(X+1)..+P(9)+P(10)). That I got (0.6513) as my answer if at least one horse has a disease. If the horse does have the disease the treatment is $500. If the horse doesn't have the disease then the treatment is $80. I know the expected value equation goes as the following E[X]=n(P_D)($500) + n(P_N)($80) Though I am not sure what to put for P_N.
Sorry If i am explaining it kind of funny in my question. Please ask for clarification.
P_D, probability of disease?
Yes
P_N is No disease
and of course revenue is determined by the number of horses and their state of disease
are there more parts to the question? a chart maybe?
Correct though they still get $80 from the horses that dont have a disese
The question wants to find the expected revenue from both Diagnosing the disease and treating the disease
Diagnosis is $80 and Treatment is $500
are we assuming that 10 horses come in?
The clinic schedules 10 each day to be diagnosed
And they need daily revenue
P(0) horses have a disease is 1 - P_D
Correct
Oh so thats my P_N
er ... P(x=0) = 1 - P(x>=1)
yes
Gracias Senor or Senorita
denada
:D
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