Trainee is hired by the computer manufacturing company to learn to test the particular part of the personal computer after it comes off assembly line. Learning curve for the average trainee is provided by N = 200/4 + 21e-0.1t. How many computers can the trainee be predictable to test after two days of training? How many days will it take until the average trainee can be anticipated to test 40 computers per day? Does N approach the limiting value as t increases without bound? Or t, increases find upper limit for number of computers which the average trainee can be anticipated to test? Describe.