Suppose that the average number of minutes M that it takes a new employee to assemble one unit of a product is given by 58 + 53t M 2t + 7 where t is the number of days on the job. (a) Is this function...


Suppose that the average number of minutes M that it takes a new employee to assemble one unit of a product is given by<br>58 + 53t<br>M<br>2t + 7<br>where t is the number of days on the job.<br>(a) Is this function continuous for all values of t?<br>Yes, this function is continuous for all values of t.<br>No, this function is not continuous for all values of t.<br>(b) Is this function continuous at t = 16?<br>Yes, this function is continuous at t = 16.<br>No, this function is not continuous at t = 16.<br>(c) Is this function continuous for all t > 0?<br>Yes, this function is continuous for all t > 0.<br>No, this function is not continuous for all t > 0.<br>(d) What is the domain for this application? (Enter your answer using interval notation.)<br>

Extracted text: Suppose that the average number of minutes M that it takes a new employee to assemble one unit of a product is given by 58 + 53t M 2t + 7 where t is the number of days on the job. (a) Is this function continuous for all values of t? Yes, this function is continuous for all values of t. No, this function is not continuous for all values of t. (b) Is this function continuous at t = 16? Yes, this function is continuous at t = 16. No, this function is not continuous at t = 16. (c) Is this function continuous for all t > 0? Yes, this function is continuous for all t > 0. No, this function is not continuous for all t > 0. (d) What is the domain for this application? (Enter your answer using interval notation.)

Jun 05, 2022
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