QUESTION IMAGE
Question
the number of m&ms of each color that were found in a case with 1979 m&ms is given in the table below.
| color | freq |
| blue | 355 |
| brown | 431 |
| green | 500 |
| orange | 279 |
| red | 123 |
| yellow | 291 |
find the probability that a randomly selected m&m will be in the category \green\.
give your answer rounded to three decimal places.
question help: video message instructor
Step1: Recall probability formula
The probability $P(A)$ of an event $A$ is given by $P(A)=\frac{\text{Number of favorable outcomes}}{\text{Total number of outcomes}}$.
Step2: Identify favorable and total outcomes
The number of green M&Ms (favorable outcomes) is $n_{green}=500$. The total number of M&Ms (total outcomes) is $n_{total}=355 + 431+500+279+123+291 = 1979$.
Step3: Calculate the probability
$P(\text{green})=\frac{500}{1979}\approx 0.253$.
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$0.253$