Answer:
m + g = 40h
$14m + $18g = $400
Explanation:
First establish the variables as it is described in the problem, all for one week.
m = hours mowing lawns in a week
g = hours planting flower gardens in a week
As it is said in the excercise Jim can work a maximum of 40 hours, then if I add the hours planting and mowing lawns it shouel equal 40 then:
m + g = 40h
Now for mowing lawns he is paid $14 per hour and for planting flowers he is paid $18 per hour then we have to multiply each value to its corresponding variable and this result should equal to $400 that is what he expect to earn then we have:
$14m + $18g =$400
So the system of inequalities that represent this situation is:
m + g = 40h
$14m + $18g = $400
Answer:
EagleCorp is more likely to create value while Myna Bird Inc. is more likely to destroy value.
It is April 2018 and Mark is a novice investor who wants to decide between purchasing shares in EagleCorp or Myna Bird Inc. In the fiscal year 2017, EagleCorp's return on invested capital (ROIC) was 15 percent, and its cost of capital was 12 percent. During the same period, Myna Bird Inc.'s ROIC was 22 percent and its cost of capital was 25 percent. Here EagleCorp is more likely to create value while Myna Bird Inc. is more likely to destroy value.
Answer:
there would be a decrease in the equilibrium quantity and an increase in the equilibrium price of soybeans
Explanation:
if equilibrium price of corn increases, farmers would want to plant more corn. Due to the fact farmers can grow either soybeans or corn, farmers would choose to grow corn. Thus the supply of soybeans would fall. this would shift the supply curve for soybeans to the left. As a result, here would be a decrease in the equilibrium quantity and an increase in the equilibrium price of soybeans
Answer:
1. Throughput time.
This is the length of time it takes to transform a raw material into finished goods.
= Inspection time + Process time + Move time + Queue time
= 0.7 + 2.8 + 1.3 + 4.1
= 8.9 days
2. Manufacturing Cycle Efficiency:
= Value added time / Throughput time * 100%
= 2.8 / 8.9 * 100%
= 31%
3. Percentage of time spent on none valuable activities:
= 1 - Manufacturing cycle efficiency
= 1 - 31%
= 69%
4. Delivery Cycle time:
= Wait time + Throughput time
= 16.2 + 8.9
= 25.1 days
5. New MCE.
Queue time is eliminated:
= 8.9 - 4.1
New Throughput time = 4.8 days
MCE = 2.8 / 4.8
= 58%