A gift wrapping business process is staffed by Katie, Rob, Sam, Susan, and Sarah. Calculate Sarah's efficiency, if the typical average employee takes 10 minutes per package. The production by each staff in an average eight-hour workday is as follows:
Katie. Rob Sam Susan. Sarah
72 packages 55 packages. 52 packages 52 packages 48 packages
a) 0.75 (75%).
b) 1.50 (150%).
c) 9.0 packages per hour.
d) 1.50 packages per hour.
e) 9.0 minutes per package.
f) 1.00 (100%)
Given that,
The standard time per package is 10 minutes.
At that point, the all out time taken in eight hours shift is 8*60 = 480 minutes.
We know that,
The standard output= complete time taken/ standard time
= 480/10 = 48 bundles
We have to find the efficiency of sarah,
In this way, the efficien, of sarah=sarah's yield/Standard yield
=48/48 = 1.00(100%)
Therfore from the given choices the 'f' is the appropriate one
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