Question

:D

Answer 1

Uh....Im either to tired or stupid...But i dun understand the question...I think im just tired.....just got up sorry man ;-;

Answer 2

@Ashleyisakitty @ShadowLegendX @texaschic101 @uri @OrangeMaster @DollyAcquah @Callisto please help?

Answer 3

hmmm...well there is 103 males and 97 females..total = 200 people
P (male| type B) = (55 + 48) / (48 + 22)= 103/60 = 1.71

P(male) = 55 + 48 = 103... 103/200 = 0.515
P(type B) = 48 + 22 = 60 ... 60/200 = 0.3

I think it is gonna be 1st answer choice

Answer 4

you might need a second opinion on this just to be sure

Answer 5

the statement reads as:
P(Male| Type B) The probability of Male AND Type B versus P(Male or Type B). This means that for the first phrase, they must be both; for the second they can be either. This means 48 versus 55+48. So, 48 < 103.

Answer 6

@texaschic101 would it be like that?

Answer 7

@ash2326

Answer 8

#4