A basketball player attempts eight free throws. Each attempt results in a score or a miss. Find the number of possible outcomes.
1 answer:
Answer:
9
Step-by-step explanation:
For one throw the probability of a miss is 1/2 since there are just two outcomes
Similarly for one throw the probability of a score is 1/2 since there are two outcomes.
Therefore for 8 trials we expect at least for different trials starting from 1
8 miss 0 score
7 miss 1 score
6 miss 2 score
5 miss 3 score
4 miss 4 score
3 miss 5 score
2 miss 6 score
1 miss 7 score
0 miss 8 score
So the number of possible outcomes is 9
And this define by what we call the binomial probability and is defined as
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Answer:
1.47945 months
Step-by-step explanation:
Graph 6:-1/3x+5
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4.5 I'm pretty sure I hope I was right and hope this helps
2x - 3 = -8
+3 + 3
2x = -5
/2 /2
x = -2.5 (Answer)
Prove.
2(-2.5) - 3 = -8
-5 - 3 = -8
-8 = -8
True.
# of blankets at the beginning = b
11 = b - 9
11 + 9 = b
b = 20