Answer:
The number of Gallon materials Howell company should buy is 166000 Gallons
Explanation:
Finished goods
opening inventory 11000
produced
closing inventory 13000
finished goods sold 42000
using the bottom up approach to get goods produced
sold goods + closing goods - opening goods = produced =44000 goods
Direct material ( Gallons)
opening materials 66000
purchased 166000
available for use 232000
used in production 176000
closing gallons 56000
We use the bottom up approach to get the materials to be purchased
closing stock plus used in production to get available for use then subtract opening material to get purchased = 166000
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To remain efficient and effective, the workflow must follow a certain process flow chart within each department's function.
This is because a process flow chart is a pictorial representation of how each step of a process will be carried out one after the other.
Each step is represented with the actions to be carried out, including the decision.
Usually, a process flow chart is depicted with a shape and line arrow to show the direction from one step to another.
Hence, in this case, it is concluded that to remain efficient and effective, the workflow must follow a certain process flow chart within each department's function.
Learn more here: brainly.com/question/20304492
Answer:
Project L is the better project as it has higher NPV and its IRR is 12.70%
Explanation:
- NPV of Project S as followed:
-1,000 + 895.03/(1+10.5%) + 250/(1+10.5%)^2 + 10/(1+10.5%)^3 + 5/(1+10.5%)^4 = $25.5
- NPV of Project L as followed:
-1,000 + 5/(1+10.5%) + 260/(1+10.5%)^2 + 420/(1+10.5%)^3 + 802.5/(1+10.5%)^4 = $67.
<u>=> Project L is the better Project as it has higher NPV.</u>
The IRR is the discount rate that puts the net present value of project's cash flows to 0 (zero).
- IRR of Project L as followed:
-1,000 + 5/(1+IRR) + 260/(1+IRR)^2 + 420/(1+IRR)^3 + 802.5/(1+IRR)^4 = 0 <=> IRR = 12.70%
Answer:
$321,600
Explanation:
debt equity ratio = debt / equity
since the debt to equity is 0.8, that means that for every $ invested from equity, $0.80 will be borrowed. If the new project requires an initial cash outlay of $300,000:
- then $300,000 / $1.80 = $166,667 will be new equity
- and $133,333 will be new debt
total cost of initial outlay including flotation costs = ($166,667 x 1.09) + ($133,333 x 1.0495) = $181,667 + $139,933 = $321,600
flotation costs include all the costs associated with issuing new stocks or taking new debt.
