Answer:
the Net Cash flow provided by financing activities is $385,000
Explanation:
The computation of the amount that should be reported as net cash provided or used by financing activities is shown below:
Cash flow from financing activities
Issuance of common stock $247,000
Issuance of bonds payable $522,000
Less: Payment of dividends -$335,000
Less: Purchase of treasury stock -$49,000
Net Cash flow provided by financing activities $385,000
Hence, the Net Cash flow provided by financing activities is $385,000
Answer:
the gain on retirement bond is $100,000
Explanation:
The computation of the gain or loss recognized on the bond retirement is shown below;
= Book value - paid at redemption
= ($1,500,000 + $157,500) - ($1,500,000 × 105%)
= ($1,657,500) - ($1,575,000)
= $100,000
hence, the gain on retirement bond is $100,000
The same is to be considered and relevant too
Answer:
(1) NO As this maintenaince will be done in order to keep the current value It is an expenditure to avoid decay of the plant assets
(2) Yes it should be capitalizeds as increase the useful life of the assets (thus the depreciation will change as well as the useful years remaining increases
(3) Yes it should be. As increase the utility it will have a higher future positive cashflow in the future.
Explanation:
We are asked under which circumnstances the amont spend in the maintenance or overhaul should increase the plant asset account or be considered expense of the period.
Explanation:
*Free fuel
*One of the cleanest form of energy
*Advance of technology
*Reduce our dependence of fossil fuel
*Doesn't disrupt farmland operations
Answer:
Portfolio return = 0.1004646154 or 10.04646154% rounded off to 10.05%
Option B is the correct answer
Explanation:
The expected return of a portfolio is the function of the weighted average of the individual stock returns that form up the portfolio. The formula to calculate the expected return of a two stock portfolio is as follows,
Portfolio return = wA * rA + wB * rB
Where,
- w is the weight of each stock
- r is the rate of return on each stock
As the investment in total portfolio is 97500 and the investment in stock A is 84650, the investment in stock B will be,
Stock B = 97500 - 84650 = 12850
Portfolio Return = 84650 / 97500 * 0.106 + 12850 / 97500 * 0.064
Portfolio return = 0.1004646154 or 10.04646154% rounded off to 10.05%