Answer:
b. Share the customer research with employees, showing them why change is needed.
c. Tell employees that they have the power to change any work process, so long as their changes make the overall organizations more efficient.
d. Tell stories about the importance of efficiency and the things he has done to more efficient at work himself.
Explanation:
The Tony Hsieh has noticed that the customers of Zappos's are not willing to pay full retail price. In order to make company's culture more efficient the Tony should introduce a culture of telling stories about the efficiency at work and its benefits. The customer research should be shared with employees to analyze them that efficiency is needed. Make overall efforts in the organization to improve efficiency of work process.
Might have to do some personal research idk who's gonna do a whole project for you but googles a wonderful thing
Answer:
The unit costs are $ 4.87 for 70 % Conversion Costs
The unit costs are $ 5.54 for finished goods
Explanation:
Total Materials cost = $ 115,080
Material Costs for one unit= $ 115,080/ 34000= $ 3.3847= $ 3.39
Conversion Costs= $ 72,072
Conversion Costs for one unit = $ 72072/34000 * 70%= $ 1.4838= $ 1.48
Total Cost per unit= $ 3.39 + $ 1.48= $ 4.87
Process Cost summary
Quantity Schedule
Materials = ($3.39 *34,000)= $ 115,080
Cost Added by Department: Total Cost Unit Cost
Materials= $ 115,080 $ 3.39
Conversion Costs
Labor + Overheads ( 1.48 * 34,000)= $ 50,320 $ 1.48
Units still in process ($ 72072- $ 50320) = $ 19,752 $0.58
Total cost to be accounted for $ 187,152 $ 5.54
Answer:
Explanation:
The total equivalent units of direct materials and conversion costs for the month has been computed and attached.
Note that the conversion cost for the ending work in process was calculated as:
= $35,000 × 28%
= $35,000 × 0.28
= $9,800
Check the attachment for further analysis.
Answer:
D. Interpretation: The zeros are where the daily profit is $0.00
zeros: x = 3.586 and x = 6.414
Explanation:
We have been given the following daily profit function;

where y is the profit (in hundreds of dollars) of a taco food truck
and x the price of a taco (in dollars)
The zeros of this profit function can be obtained by solving for x in the following equation;

These will simply be the x-intercepts of the profit function. That is the points where the profit function crosses or intersects the x-axis.
Therefore, an interpretation of the zeros of this function would be;
The zeros are where the daily profit is $0.00
These zeros can be evaluated graphically. We first obtain the graph of the profit function as shown in the attachment below;
We then determine the x values where the graph crosses the x-axis. These values will represent the zeros of our profit function. From the graph, these points are;
x = 3.586 and x = 6.414