Respuesta :
Answer: P(Female | Type B) < P(Female or Type B)
In this question, there is 85 Type A female and 12 type B female which makes a total of 97 female. There is also 38 male Type B from a total of 113 male. Then the probability would be:
female type B = type B female/ total female
female type B = 12/97
Female or Type B= Female + type B male/ total
Female or Type B= 97+38/ 97+113= 135/ 210
It should be clear that P(Female | Type B) < P(Female or Type B)
In this question, there is 85 Type A female and 12 type B female which makes a total of 97 female. There is also 38 male Type B from a total of 113 male. Then the probability would be:
female type B = type B female/ total female
female type B = 12/97
Female or Type B= Female + type B male/ total
Female or Type B= 97+38/ 97+113= 135/ 210
It should be clear that P(Female | Type B) < P(Female or Type B)
Answer:
P(Female | Type B) < P(Female or Type B)
Step-by-step explanation:
just took the test