Answer:
Depreciation expense = 2,900
Explanation:
Our goal would be to construct the formula where depreciation expense is and then increase deepth until find something we can work:
Expanding expenses we find depreciation expense
Here we don't Know Income Before taxes so we have to work that first
Here we don't Know Net Income taxes so we have to work that first
Here we got the other component of the formula, so it is possible to solve for net income and from there achieve the answer
Net income = 2,810 + 700 = 3,510
Income before taxes = 3,510/0.65 = 5,400
37,800 - 23,200 - 6,300 - dep expense = 5,400
dep expense = 2,900
I believe the answer is internal form.
Internal pay equity is the equal pay that being made farily according to the positional comparison in the organization.
Internal equity is really important to make sure that your top talents are not feel undervalued by the organization.
In this scenario, I would go with the statement, <span>“The accountant says it is just within our budget.”. I would eliminate this statement because the account has proved that this is within their budget so the funds are available should the company decide to move forward. All of the other statements show how this change could potentially lead to other change and should be talked about and further talked about. </span>
Answer:
Option 1 PV lumpsum = $200000
Option2 PV of Annuity = $195413.08035 rounded off to $195413.08
Based on the present value of both the options, Option 1 should be chosen as it has a higher present value than option 2.
Explanation:
To decide on the best option to choose among the given two, we need to find the present value of both the options.
As the first option is to receive a lumpsum payment of $200000 today, the present value of this option is also equal to $200000 as it will be received today.
Option two, on the other hand, is an annuity as fixed payments will be received after equal intervals of time and for a limited time period and at the end of the period which satisfies the criteria of annuity ordinary. We will use the formula for the present value of annuity which is,
PV of Annuity = C * [( 1 - (1+r)^-n) / r]
Where,
- C is the periodic payment
- r is the rate of return of discount rate
- n is the number of periods
The periodic payment is provided as $1400. We are also provided with and APR of 6% which is the Annual rate. We will have to convert it into monthly rate by dividing it by 12. We are also provided with the number of years which we will need to convert into number of months by multiplying it by 12.
Monthly r = 6%/12 = 0.5%
Number of periods = 20 * 12 = 240
PV of Annuity = 1400 * [( 1 - (1+0.5%)^-240) / 0.5%]
PV of Annuity = $195413.08035 rounded off to $195413.08
Yes. very,,,,,,,,,,,,,,,,
