Gary bought a gift for his friend and is having it gift wrapped at the store. The wrapping paper comes in four patterns: floral, spiral, cartoon character, and plain. For ribbon, he can choose between red, blue, or green. If Gary randomly selects a paper pattern and a ribbon color, what is the probability that he chooses spiral-patterned paper and a green ribbon?
Answer: \(\text{P(spiral-patterned paper and a green)}=\frac{1}{12}\)
Step-by-step explanation:
Given: The number of patterns in wrapping paper = 4
The number of colors available for ribbon = 3
Then, the total number of types of ribbons are in store =\(4\times3=12\)
Also, the number of type of ribbon has spiral-patterned paper and a green in color =1
So, if Gary randomly selects a paper pattern and a ribbon color, then the probability that he chooses spiral-patterned paper and a green ribbon is
\(\text{P(spiral-patterned paper and a green)}=\frac{1}{12}\)
Answer:
Given: The number of patterns in wrapping paper = 4
The number of colors available for ribbon = 3
Then, the total number of types of ribbons are in store =
Also, the number of type of ribbon has spiral-patterned paper and a green in color =1
So, if Gary randomly selects a paper pattern and a ribbon color, then the probability that he chooses spiral-patterned paper and a green ribbon is