IDNStudy.com, kung saan ang iyong mga tanong ay natutugunan ng mga eksaktong sagot. Ang aming komunidad ay handang magbigay ng malalim at maaasahang mga sagot, anuman ang kahirapan ng iyong mga katanungan.
Given:
Households with a Dog = 2107
Households with a Cat = 807
Households with both dog and cat = 303
Solution: This is not mutually exclusive events, in other words the probability that either A or B occurs is the sum of their probabilities decreased by the probability of both occurring.
Probability (Dog or Cat) = Probability (Dog) + Probability (Cat) – Probability (both dog and cat)
= [tex] \frac{2107}{5200} + \frac{870}{5200} - \frac{303}{5200} [/tex]
= [tex] \frac{2611}{5200} [/tex]
Ans. [tex] \frac{2611}{5200} [/tex]