Answer:
(A) The standard price per pound of this material is $87.11
(B) The standard pounds of this material per unit of product A is 1.01 pounds
Explanation:
According to the given data, in order to calculate the standard price per pound of this material, we would have to use the following formula:
Standard Price per pound of this material=Purchase Price Per Pound + Shipping Cost per pound
+Receiving Cost
=$80.00+$6.66+$0.45
=$87.11
In order to calculate the standard pounds of this material per unit of product A, we would have to use the following formula:
Standard pounds of this material per unit of Product A=Pounds of material required by Product A
+Allowance for waste and spoilage
=0.96+0.05
=1.01 pounds
An accountant would most likely work in a cubicle
Answer:
competition
Explanation:
team members be competing against each other
Answer: 1,425.2 units
Explanation:
Recorder point
:
Lead time = 4 weeks
Expected demand during this time is
= No. of weeks × Weekly demand
= 4 × 273
= 1,092 units
Standard Deviation = 95 units
Standard Deviation for the 4 week period is:

= 170 units
At the 95% probability level, the z-score is 1.96 (From the Z- table)
Safety Stock = Z-value × Standard Deviation for the 4 week
= 1.96 × 170 units
= 333.2 units
Recorder point = Safety stock + expected demand during the time period so,
= 333.2 units + 1,092 units
= 1,425.2 units
Answer: D) sampling bias.
Explanation:
Sampling bias refers to a scenario where conditions in the research give more subjects in the population of interest the chance to appear either more or less times than others instead of all the subjects having an equal chance of representation.
The students were to come in at different times yet Graham gave them all the same treatment conditions. This could lead to sampling bias because those who volunteered earlier are likely different from those who volunteered later.