In Troix City, the learning rate is based on a tripling of output instead of the traditional doubling. The first unit of a long production run was produced in 20 hours
In Deux City across the river, the learning rate is based on the usual doubling of output. The first unit of the production run in Deux City took 30 hours. At what level of output will the workers in Deux City become faster than those in Troix City if both locations enjoy an 80% learning rate?
A) 27 units
B) 31 units
C) 35 units
D) 39 units
B
You might also like to view...
Units of stock ownership in a corporation are called shares.?
Answer the following statement true (T) or false (F)
Which of the following statements is false regarding compilation procedures?
a. The practitioner should have a general knowledge of the organization's industry, the nature of its accounting records, the accounting basis to be used (GAAP or a special purpose framework other than GAAP), and the form and content of the financial statements. b. The practitioner is required to make inquiries or perform procedures to verify, corroborate, or review information provided by the client. c. The practitioner is not required to obtain an understanding of internal control over financial reporting. d. The practitioner should read the financial statements, including footnotes, to make sure that they are appropriate in form and free from obvious material misstatement.
A ________ is a lower-triangle matrix containing pairwise distances between objects or cases
A) classification matrix B) correlation matrix C) similarity/distance coefficient matrix D) factor matrix
Using Solver, which constraints should be used if you have a capital investment budget of $2,500,000, projects A and B are mutually exclusive, and project D must be accepted?
a) $D$2:$D$5 = binary; $B$6 <= $B$7; $B$8 <= 1; and $B$9 = 1
b) $B$2:$B$5 = binary; $B$6 <= $B$7; and $B$8 = 1
c) $C$2:$C$5 = binary; $B$6 >= $B$7; $D$6 = 1; and $D$5 = 0
d) $A$2:$A$5 = binary and $B$6 >= $B$7
e) $D$2:$D$5 = binary; $B$6 <= $B$7; $B$8 = 2; and $D$5 = 0