A jewelry store recently sold 52 pieces of jewelry, and 22 of them were bracelets. What is the experimental probability that the next piece of jewelry sold will be a bracelet?
P(bracelet) =
What is the experimental probability that the next piece of jewelry sold will be a bracelet?
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To find the experimental probability of selling a bracelet, we can use the formula:
[ P(text{bracelet}) = frac{text{Number of bracelets sold}}{text{Total pieces of jewelry sold}} ]
In this case:
– Number of bracelets sold = 22
– Total pieces of jewelry sold = 52
Now, we can substitute those numbers into the formula:
[ P(text{bracelet}) = frac{22}{52} ]
Next, we reduce the fraction:
[ P(text{bracelet}) = frac{11}{26} ]
So, the experimental probability that the next piece of jewelry sold will be a bracelet is:
[ P(text{bracelet}) = frac{11}{26} ]
This means that approximately 42.31% of the time, a sold piece of jewelry will be a bracelet based on past sales. If you have more questions or need additional explanations, feel free to ask!