The net present value of the proposed investment is closest to $5,146.
Net present value = Present value of cash-flows - Initial investment
<u>Given Information</u>
PV of cashflows at 18%
Cash flows PV at 18% P.V. of cash-flows
$12,000 (Cost saving) 3.127 $37,524
$6,000 (Salvage) 0.437 <u>$2,622</u>
Total <u>$40,146</u>
Net present value = $40,146 - $35,000
Net present value = $5,146
Therefore, the net present value of the proposed investment is closest to $5,146.
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Answer:
Software as a Service (SaaS)
Explanation:
Software as a service (SaaS) allows users connected to cloud-based applications over the Internet and use them. Some common examples are email, calendars and office tools (such as Microsoft Office 365).
SaaS offers a comprehensive software solution that is acquired from a cloud service provider through a pay-per-use model. It is possible to rent the use of an application for the organization and users connect to it through the Internet, usually with a web browser. All underlying infrastructure, middleware, software and application data are located in the provider's data center. The service provider manages the hardware and software and, with the appropriate service contract, will also guarantee the availability and security of the application and data. SaaS allows an organization to get started and can run applications with a minimal initial cost.
Answer and Explanation:
The computation of the depreciation expense and book value at the end of 2016 is shown below:
But before that first determine the cost of the asset which is
Cost of the asset is
= Purchase price + rear hydraulic lift + sales tax
= $62,000 + $8,000 + $3,000
= $73,000
Now the depreciation expense is
= ($73,000 - $8,000) ÷ (10 years)
= $6,500
ANd, the book value is
= $73,000 - $6,500 × 2
= $60,000
Answer:
C.$ 8 comma 798$8,798
Explanation:
Given,
Purchase value = $16,600
Considering the relative values
Relative value of land = $6,500
Total relative value = 6500 + 2400 + 3400
= $12,300
Using the relative value to allocate the purchased value of the land
Purchased cost of land = (6500/12300) × 16,600
= 0.53 × 16,600
= $8,798
The amount that would be debited to the Land is $8,798 Option C