Answer and Explanation:
The journal entries are shown below:
On September 1
Cash $520
Sales $520
(Being the sale is recorded)
On September 1
Cost of goods sold $220
To Merchandise inventory $220
(Being the cost is recorded)
On September 1
Warranty expense $41.6 ($520 × 8%)
To Estimated warranty liability $41.60
(Being the warranty expense is recorded)
On July 24
Estimated warranty liability $36
To Repair parts inventory $36
(Being the estimated warranty liability is recorded)
Answer:
The journal entry on maturity is as follows:
Dr bonds payable $240,000
Cr cash $240,000
Being redemption of bonds
Explanation:
At the end of the life of the bond,the bond premium or discount would have been fully amortized,hence the only entry left to be made is to debit bonds payable account with face value of the bond and a credit of the same amount to cash account to record the outflow of cash.
The face value of the bond is $240,000,hence the $240,000 is debited to bonds payable in order to finally cancel the debt obligation.
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
The Net Present Value of the Investment is -$1,064
<h3><u>SOLUTION</u></h3>
- “Net present value is the present value of the cash flows at the required rate of return of your project compared to your initial investment,” In practical terms, it's a method of calculating your return on investment, or ROI, for a project or expenditure.
- An investment is an asset or item acquired with the goal of generating income or appreciation. Appreciation refers to an increase in the value of an asset over time. When an individual purchases a good as an investment, the intent is not to consume the good but rather to use it in the future to create wealth.
Annual Cash Inflows $3000
Present Value Factor 3.312127,
Present Value of Cash Inflows $9936
Less: Initial Investment $11,000
Net Present Value -$1,064
<h3><u>EXPLANATION</u></h3>
- In net present value method the future cash inflows rate are discounted to present net value at discount rate (PV FACTOR)
- The rationale for discounting is money received today is more valuable than the money to be received in future.
- So the present value of cash inflows is compared with initial investment if net present value is positive then the project is accepted otherwise its rejected.
In this case the net present value is negative, hence the project will be rejected.
To know more about Net present value, click the given links.
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