Given the frequency table below, what is the probability that a respondent is a child given that the respondent prefers Brand 1? (keep two decimals)
brand 1 | brand 2 | ||
children | 25 | 75 | 100 |
adults | 30 | 70 | 100 |
total | 55 | 145 | 200 |
Probably of those who prefer brand 1
= 55/200
Probability of a child preferring brand 1 is
=25/55
combining these two conditions together, the answer becomes
=(55/200) * (25*55)
= 25/200
= 0.125
Given the frequency table below, what is the probability that a respondent is a child given...
Given the frequency table below, what is the probability that a respondent prefers Brand 2 given that it is a child Brand 1 Brand 2 Children 25 75 100 Adults 30 70 100 Total 55 145 200 None of the above 75/145 75/100 75/200
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