The Cuperoid Company provides the following data: $\begin{array} { l }&2018&2019\
\text { Output (units) } & 14,000 & 15,900 \\
\text { Input quantities: } & & \
\text { Materials (pounds) } & 4,350 & 4,985\\
\text { Input prices: }\
\text { Materials (per pound) }&\$4&\$5
\end{array}$
What is the partial operational productivity measure for materials for 2018? (Round the answer to two decimal places.)
A)3.22
B)3.19
C)3.66
D)2.81

Question

The Cuperoid Company provides the following data: $\begin{array} { l  }&2018&2019\
\text { Output (units) } & 14,000 & 15,900 \\
\text { Input quantities: } & & \
\text { Materials (pounds) } & 4,350 & 4,985\\
\text { Input prices: }\
\text { Materials (per pound) }&\$4&\$5
\end{array}$
 What is the partial operational productivity measure for materials for 2018? (Round the answer to two decimal places.)
A)3.22
B)3.19
C)3.66
D)2.81

Quizplus · Accepted Answer

The partial operational productivity measure for materials is calculated as Output/Input. For 2018, it is 14,000 units / 4,350 pounds = 3.22.

The Cuperoid Company Provides the Following Data What Is the Partial Operational Productivity Measure for Materials for