finding the probability of an event from a two - way table\nthe two - way table shows data for a florists…

finding the probability of an event from a two - way table\nthe two - way table shows data for a florists inventory by flower and color.\nwhat is the probability that the florist randomly selects a tulip for a bouquet?\nred pink white total\nroses 25 8 16 49\ntulips 11 14 12 37\ntotal 36 22 28 86\np(tulip) = 11/37\np(tulip) = 37/86\np(tulip) = 37/49\np(tulip) = 49/86

finding the probability of an event from a two - way table\nthe two - way table shows data for a florists inventory by flower and color.\nwhat is the probability that the florist randomly selects a tulip for a bouquet?\nred pink white total\nroses 25 8 16 49\ntulips 11 14 12 37\ntotal 36 22 28 86\np(tulip) = 11/37\np(tulip) = 37/86\np(tulip) = 37/49\np(tulip) = 49/86

Answer

Explanation:

Step1: Recall probability formula

The probability of an event $A$ is $P(A)=\frac{\text{Number of favorable outcomes}}{\text{Total number of outcomes}}$.

Step2: Identify favorable and total outcomes

The number of tulips is 37 (from the row - total of tulips in the table). The total number of flowers is 86 (from the grand - total in the table).

Step3: Calculate probability

$P(\text{tulip})=\frac{37}{86}$

Answer:

$P(\text{tulip})=\frac{37}{86}$