2. One company builds many homes in Ottawa every year. In planning for each job, the manager of the company needs some idea about the direct labor hours required to build a home. To do this, the...


2. One company builds many homes in Ottawa every year. In planning for each job, the manager<br>of the company needs some idea about the direct labor hours required to build a home. To do<br>this, the manager has collected sample information on the labor hours for 10 jobs during the<br>past years:<br>645 802 791 651 653 542 418 695 552 575<br>(a) Find the mean for this sample and explain what it represents.<br>(b) Find the standard deviation for this sample.<br>(c) Find the median for this sample.<br>(d) The manager wishes to be able to finish at least 75% of the houses he contracts to build<br>within two weeks. Each of his workers works 40 hours a week. If the manager asks you to<br>determine the number of workers, how many workers he should hire? (Hint: The data are<br>not assumed to be bell shaped. Based on the Tchebysheff Theorem, interval ( ks, + ks)<br>contains at least (I Į k)% of the data.)<br>

Extracted text: 2. One company builds many homes in Ottawa every year. In planning for each job, the manager of the company needs some idea about the direct labor hours required to build a home. To do this, the manager has collected sample information on the labor hours for 10 jobs during the past years: 645 802 791 651 653 542 418 695 552 575 (a) Find the mean for this sample and explain what it represents. (b) Find the standard deviation for this sample. (c) Find the median for this sample. (d) The manager wishes to be able to finish at least 75% of the houses he contracts to build within two weeks. Each of his workers works 40 hours a week. If the manager asks you to determine the number of workers, how many workers he should hire? (Hint: The data are not assumed to be bell shaped. Based on the Tchebysheff Theorem, interval ( ks, + ks) contains at least (I Į k)% of the data.)

Jun 06, 2022
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