Answer:
$14,880
Explanation:
The formula to compute EVA is shown below:
= Net operating income or earnings after taxes - (Total capital employed × cost)
= $45,360 - ($381,000 × 8%)
= $45,360 - $30,480
= $14,880
We simply applied the economic value added formula so that the accurate value can come.
All other information which is given is not relevant. Hence, ignored it
Answer:
d) Productivity drops by up to 40 percent.
Explanation:
Multitasking is ineffective task shifting is said to be more effecteve
Answer:
6
Explanation:
Given that
Annual Demand = 10 bottles in 1 minute
Leading time = 60 minute
percentage of Safety stock = 0.2
Container size= 130 bottles
The computation of the number of kanban cards is given below:-
= Annual demand × Leading time (1 + percentage of safety stock) ÷ Container size
= 10 × 60 (1 + 0.2) ÷ 130
= 600 (1.2) ÷ 130
= 5.538
So, the round-up the next whole number is 6
Answer:
The answer is "21.37'
Explanation:
Please find the solution in the attached file.
Answer:
The volume of water needed=0.86 liters
Explanation:
Step 1: Form an equation
The equation can be expressed as follows;
(Ac×Va)+(Wc+Vw)=Fc(Va+Vw)
where;
Ac=initial concentration of antifreeze
Va=volume of antifreeze in liters
Wc=concentration of water
Vw=volume of the water in liters
Fc=final concentration of the antifreeze
This expression can be written as;
(concentration of antifreeze×volume of antifreeze in liters)+(concentration of water×volume of the water)=final concentration of the antifreeze(volume of antifreeze in liters+volume of the water in liters)
In our case;
Ac=45%=45/100=0.45
Va=3 liters
Wc=0
Vw=unknown
Fc=35%=35/100=0.35
Replacing;
(0.45×3)+(0×Vw)=0.35(3+Vw)
1.35=1.05+0.35 Vw
0.35 Vw=1.35-1.05
0.35 Vw=0.30
Vw=0.3/0.35=0.86
Vw=0.86 liters
The volume of water needed=0.86 liters
