Luke has a spinner divided into ten equal segments, each with a different color. In forty spins, he spun yellow 2 times. How does this compare to the expected result? The experiment resulted in 2 more yellows than expected. The experiment resulted in 4 more yellows than expected. The experiment resulted in 2 fewer yellows than expected. The experiment resulted in 4 fewer yellows than expected.
@brittany12345678910 Suppose I spin the spinner once, what is the probability of getting a yellow?
2/10 i suppose
why do you say so?
its an even number out of ten well, im not sure.
Let's understand, if you have a coin, what's the probability of getting head?
1/2 50%
that's right. So we see probability= \[\frac{\text{no. of favorable cases}}{\text{no. of total cases}}\] here for the coin toss \[\frac{1}{2}\] Right?
@brittany12345678910
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