2. For this activity, you will need a coin which we will assume is a fair coin. The probability thát I0 turns up heads, ½ , is the theoretical probability. When we toss it 20 times, there is no guarantee that 10 of those will be heads and the other 10 tails. If it turns up 7 heads (and thus, 13 tails) then we will refer to 7/20 as an empirical probability. This may change if we repeat the experiment. Toss the coin n times (for each of the specified tosses) and fill up the table below to determine the corresponding probability of heads. Number of Tosses n = 20 n = 40 n= 50 Frequency of heads (empirical probability of heads)

2. For this activity, you will need a coin which we will assume is a fair coin. The probability thát I0 turns up heads, ½ , is the theoretical probability. When we toss it 20 times, there is no guarantee that 10 of those will be heads and the other 10 tails. If it turns up 7 heads (and thus, 13 tails) then we will refer to 7/20 as an empirical probability. This may change if we repeat the experiment. Toss the coin n times (for each of the specified tosses) and fill up the table below to determine the corresponding probability of heads. Number of Tosses n = 20 n = 40 n= 50 Frequency of heads (empirical probability of heads)

Name: 2. For this activity, you will need a coin which we will assume is a
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Description: 2. For this activity, you will need a coin which we will assume is a fair coin. The probability that itturns up heads, ½ , is the theoretical probability. When we toss it 20 times, there is no guarantee that10 of those will be heads and the other 10

College Algebra

10th Edition

ISBN:9781337282291

Author:Ron Larson

Publisher:Ron Larson

Chapter8: Sequences, Series,and Probability

Section8.7: Probability

Problem 11ECP: A manufacturer has determined that a machine averages one faulty unit for every 500 it produces....

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