If you spin the spinner 54 times, what is the best prediction possible for the number of times it will land on yellow?
1. 9
2. 18
3. 27
4. 36
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To make a prediction about how many times the spinner will land on yellow after spinning it 54 times, we need to know the proportion of yellow in the total number of sections on the spinner.
Assuming that yellow occupies a certain fraction of the spinner, you would multiply 54 by that fraction to estimate the number of times it will land on yellow.
For example, if yellow occupies 1/4 of the spinner, the calculation would be:
[ 54 times frac{1}{4} = 13.5 ]
Since you can’t spin a spinner a fractional number of times, you’d round to the nearest whole number. However, without specific information about the spinner’s divisions, we can’t give an exact answer.
If we assume yellow has a fair portion of the sections, an option like 18 (which is 1/3 of 54) could be a reasonable estimate.
Among the choices provided, 18 would likely be the best answer, assuming equal distribution among colors.
So the best prediction for the number of times it will land on yellow is:
Answer: 2. 18
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