Answer:
$68,000
Explanation:
Deprecation is a method used in expensing the cost of an asset.
Straight line depreciation expense = ( Cost of asset - Salvage value) / useful life
( $110,000 - $8,000) / 6 = $17,000
Each year, the depreciation expense is $17,000.
at the end of the fourth year, deprecation expense = $17000 × 4 = $68,000
I hope my answer helps you
Answer:
d.) discretionary expenses
Explanation:
We can explain going further into what is each item.
<u>A and B are your income </u>(for this question don’t sweat about the difference between gross and realized). They will constitute all the money you have in that period (the period will depend on the regularity of your income, it could be weekly, monthly, etc.).
Your fixed expenses are the things you will expend money on which, no matter what happens, will not change (it could be your rent, tax, health insurance, etc.).
Discretionary expenses, however, are costs that are things that you WANT, not NEED. It could go anywhere from a new shoe to a new boat (if you´re feeling rich, that is lol). That kind of expense will impact your available money (hey, nothing is free) but is not part of your budget as it is not a planned cost.
However, is important to note that if you wanna be super Monica Geller with your money you should forecast your discretionary expenses. Using your history as a base for calculating will eliminate most of the margin error.
Answer:
The correct answer is 74.22%.
Explanation:
As per the data given in the question,
Store is open for = 6 days per week
Demand = 27 units per day
Standard Deviation of daily demand = 5 units
Lead time for delivery = 6 days
Reorder point of = 170 units
As per the following formula,
Reorder point = Daily demand × Lead time + z value × standard deviation × sqrt(Lead time),
where z = implied cycle service level
170 = 27 × 6 + z × 5 × sqrt(6)
z = (170 - 27 × 6) / (5 × sqrt(6))
z = 0.65
From the Z table, Service level = 0.7422 or 74.22%.
Answer:
The correct answer is $45,720.
Explanation:
According to the scenario, the given data are as follows:
Payment (pmt) = $16,000
Rate of interest (R)= 3.5% = .035
Time (t) = 30 years
Time (compounded daily ) (n) = 365days
(nt) = 365 ×30 = 10950 days
So, we can calculate future value after 30 years by using following formula:
FV = pmt × 
= $16,000 × 
= $16,000 × 2.8575
= $45,720
Hence, the future value after 30 years will be $45,720.
