Question

A basketball player makes 155 out of 190 free throws. We would estimate the probability that the player makes the next free throw to be?

Answer #1

A basketball player makes 9 out 0f 10 free throws on average.
Out of 10 free throws, what is the probability that:
a)the player misses none
b)the player misses 1
c)the player misses 2
d) the player misses at least 3

Assume a college basketball player makes 75% of his free throws
and that the outcome of free throw attempts are independent.
a) The basketball player is fouled and is awarded two free
throws. Develop a probability distribution for number of points
(free throws made) for the two attempts.
b) The basketball player is fouled and is awarded two free
throws. What is the expected number of points for the two
attempts?
c) The basketball player is fouled and is awarded...

Suppose a basketball player has made 245 out of 438438 free
throws. If the player makes the next 33 free throws, I will pay you
$141. Otherwise you pay me $29.
If you played this game 738 times how much would you expect to
win or lose? Round your answer to two decimal places. Losses must
be entered as negative.

suppose a basketball player has made 234 out of 305 free throws.
id the player makes the next 3 free throws I will pay you $10.
otherwise you pay me $7.
step 1: find the expected value of the proposition.
step2: if you played this game 615 how much would you expect to
win or lose?

Suppose a basketball player has made 213213 out of 427427 free
throws. If the player makes the next 22 free throws, I will pay you
$115$115. Otherwise you pay me $37$37.
Step 1 of 2 :
Find the expected value of the proposition. Round your answer to
two decimal places. Losses must be expressed as negative
values.

A basketball player make 75% of her free throws. He takes 9 free
throws in a game. Find the probability that he makes 8 of the 9
free throws.

Attempt 2 Stephen is a basketball player who makes 82 % of his
free throws over the course of a season. Each day, Stephen shoots
70 free throws during practice. Assume that each day constitutes a
simple random sample, SRS, of all free throws shot by Stephen, and
that each free throw is independent of the rest. Let the random
variable X equal the count of free throws that Stephen makes.
Compute the probability that Stephen makes at least 56...

A basketball player steps to the line to shoot three
free-throws. If her free-throw completion average is .95 and we
assume her probability of completion is constant and each shot is
independent, what is the probability that she completes at least
two free-throws? (Round your answer to three decimal places.)
The answer is supposed to be .993 how do you get this
answer?

A basketball player has a 60% accuracy rate for making free
throws. During practice, this player fails to make a free throw
three times in a row, but is finally successful on the fourth
attempt.
Using the geometric distribution formula, what is the probability
of this player successfully making a free throw on the fourth
attempt? Each attempt is independent of each other and answer
choices are rounded to the hundredths place.
a.) 0.04
b.) 0.60
c.) 0.40
d.) 0.10

Joe, a basketball player, claims that he makes at least 60% of
his basketball free throws. Assuming that he attempts 20 free
throws, use an exact binomial distribution to evaluate Ho: p = 0.6
against a one-sided alternative that his success percentage is
lower than 0.6.
Let X be the number of free throws made. Which rejection region is
the most appropriate for this test and why?
?1 = {?|? ≤ 8}
?2 = {?|? ≥ 16}
?3 = {?|?...

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