For this assignment, explicitly state the 5 steps of a simulation and carry out the simulation. For the first problem, use the random digit table. A basketball player makes 80% of her free throws. Recently during a very close game, she shot 5 free throws near the end of the game and missed 3 of them. The fans booed. What is the probability of her missing 3 (or more) free throws out of 5? Set up and conduct a simulation (using the random digits below) with 10 repetitions.
83234602784360127630 12608726876805665109 32464610812754174501 74912432174680176498 17480716408712807408 78340274623741620748 64814863108573856087 12671626225687465873 87234879847296948179 84619845981265981651 2460043380430440
I have the first two steps, but I do not know how to continue from there.
wow, that's is a big number XD
Steps to a Simulation 1. State the problem or question. 2. State the assumptions. 3. Assign digits to represent outcomes. 4. Simulate many repetitions. 5. State conclusions.
i say, let them boo. Save energy and time XD
So far: 1. What is the probability of her missing 3 (or more) free throws out of 5? 2. A basketball player makes 80% of her free throws. 3. ? 4. ? 5. ?
Is there anyone who can help? I really need to finish this.
so you assign the digits 0, 1, 2, 3, 4, 5, 6, 7 to success... this is 8 out of a possible 10... or 80%
start you starting point in the table of random numbers say row 3 column 2 and then given the direction down the column.. or across the row then record the digits in groups of 5 to simulate the 5 free throws... perhaps get 20 groups of 5
next tally the successes for each group of 5... then write a conclusion based on your results and compare it to what actually happened... so how many times shot 5 of 5 4 of 5 3 of 5 2 of 5 1 of 5 0 of 5 hope it helps
oops should read... state your starting point
Okay, thank you! That helped!
you may need to increase the number of groups of 5 you take... for a valid simulation... its ages since I've look at this stuff..
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