Question
Shana uses a probability simulator to pull colored stars from a bag 60 times and to flip a coin 60 times. The results are shown in the tables below:
Color of Star Number of Times Pulled
Pink 17
Yellow 19
Violet 24
Heads Tails
26 34
Using Shana's simulation, what is the probability of pulling a pink star and the coin landing on tails? (5 points)
fraction 578 over 3,600
fraction 646 over 3,600
fraction 34 over 60
fraction 51 over 60
Color of Star Number of Times Pulled
Pink 17
Yellow 19
Violet 24
Heads Tails
26 34
Using Shana's simulation, what is the probability of pulling a pink star and the coin landing on tails? (5 points)
fraction 578 over 3,600
fraction 646 over 3,600
fraction 34 over 60
fraction 51 over 60
Answers
GPT 3.5
The probability of pulling a pink star and the coin landing on tails is calculated by multiplying the probability of pulling a pink star (17/60) by the probability of the coin landing on tails (34/60).
(17/60) * (34/60) = 578/3600
Therefore, the probability of pulling a pink star and the coin landing on tails is 578 over 3,600.
(17/60) * (34/60) = 578/3600
Therefore, the probability of pulling a pink star and the coin landing on tails is 578 over 3,600.