Answered

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The basketball coach says that based on Noah's free throws this season, Noah has a
probability of making each free throw. Select all the ways Noah could accurately simulate the
number of free throws he will make in his next 6 attempts.
A Flip a coin 6 times. Count the number of heads.
B. Make a spinner with 6 equally-sized sections, labeled with the numbers 1 through 6.
Spin the spinner 6 times and count how many times the spinner lands on 3 or 4.
C. Put 3 red chips and 1 white chip in a bag. Draw a chip from the bag, record the result,
and put it back in the bag. Do this 6 times and count the number of red chips drawn.
D. Make a spinner with 4 equally-sized sections. Color three sections green and one
sections red. Spin the spinner 6 times and count the number of times the spinner lands on
green
E. Put the numbers 1 through 6 in a bag. Pick a number from the bag.

Need this by tomorrow!!!!!

Sagot :

Considering that the probability of Noah making each free throw is of 75%, the ways that Noah could accurately simulate the number of free throws he will make in his next 6 attempts are:

C. Put 3 red chips and 1 white chip in a bag. Draw a chip from the bag, record the result, and put it back in the bag. Do this 6 times and count the number of red chips drawn.

D. Make a spinner with 4 equally-sized sections. Color three sections green and one sections red. Spin the spinner 6 times and count the number of times the spinner lands on green.

What is a probability?

A probability is given by the number of desired outcomes divided by the number of total outcomes.

In this problem, for each free throw, Noah has a 75% probability of making it. Hence, the equivalent ways are the ones in which the probability of a success on each trial is of 75%, considering 6 trials.

  • For item A, the probability is of 1/2.
  • For item B, the probability is of 1/3.
  • For item C, the probability is of 1/4.
  • For item D, the probability is of 1/4.
  • For item E, the probability is of 1/6, considering 1 trial.

Hence, options C and D are correct.

You can learn more about probabilities at https://brainly.com/question/15536019

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