IV.EVALUATION: Activity: Solve the following problems. 1.) The population mean and standard deviation is 70 and 5.6 respectively. If we were to choose 10 samples from the population, what is the...


IV.EVALUATION:<br>Activity: Solve the following problems.<br>1.) The population mean and standard deviation is 70 and 5.6 respectively. If we were<br>to choose 10 samples from the population, what is the probability that its mean is<br>between 65 and 75?<br>2.) The average words per minute a person can type is 40 words per minute with<br>standard deviation of 3.5 words. If you choose 20 samples, what is the probability that<br>the average words they can type is more than 39?<br>1.) The average total points per game in a basketball is 208.6 with standard deviation of<br>32.6. If we choose 82 games from these games what is the probability that the average<br>total points is greater than 200?<br>2.) Teenagers spent most of their time on social media. They spent an average of 6.2<br>hours per day on social media with standard deviation of 1.3 hours. If we choose 20<br>teenagers, what is the probability that the average time they spent on social media is<br>less than 6 hours?<br>

Extracted text: IV.EVALUATION: Activity: Solve the following problems. 1.) The population mean and standard deviation is 70 and 5.6 respectively. If we were to choose 10 samples from the population, what is the probability that its mean is between 65 and 75? 2.) The average words per minute a person can type is 40 words per minute with standard deviation of 3.5 words. If you choose 20 samples, what is the probability that the average words they can type is more than 39? 1.) The average total points per game in a basketball is 208.6 with standard deviation of 32.6. If we choose 82 games from these games what is the probability that the average total points is greater than 200? 2.) Teenagers spent most of their time on social media. They spent an average of 6.2 hours per day on social media with standard deviation of 1.3 hours. If we choose 20 teenagers, what is the probability that the average time they spent on social media is less than 6 hours?

Jun 11, 2022
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