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1. Circle all the statements that are true for "learning curves" represented by the general form...

1. Circle all the statements that are true for "learning curves" represented by the general form Q(t)=B-Ae^kt(where A, B and k are constants > 0 and B > A)

A) Q/ (t) is always > 0.
B) q(t) is always concave down.
C) Q(t) has an upper limit equal to B -A.
D) Learning curves can be useful when managing new employees.

2. ln problem #1 above, if B = 200, A = 50 and k = .05, then the' maximum (upper limit) of Q(t) is equal to?

(question one is posted for reference to #2 in need of answer for #2)

Math   Calculus   
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