Answer:
Robert's interest rate is 91.46%.
Explanation:
Given that Robert has $ 645.42 on his credit card balance, but the payment he needs to make to bring his balance to $ 0 is $ 1235.18, the interest rate for non-payment that he has in his account is as follows:
645.42 = 100
1235.18 = X
((1235.18 x 100) / 645.42) = X
191.46 = X
Therefore, since 191.46 - 100 is equal to 91.46, the interest rate that this account has is 91.46%.
Answer:
Given that,
Current E&P = (-$200,000)
Accumulated E&P at the beginning of the year = $300,000
Distributed to his sole shareholders = $200,000
shareholder's tax basis = $50,000
As the ending accumulated E&P = $300,000 - $200,000
= $100,000
So, $100,000 would be treated as Dividend.
$50,000 would be treated as Tax free return of basis and the Balance $50,000 would be the capital gain for shareholder of Husker.
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The better Project is Project S having a NPV of $17.968 and IRR of 12.10 %
IRR:
- An approach to capital budgeting that is used to assess the profitability of a project is the discounted payback time. Internal rate of return is one of these capital planning strategies (IRR).
- This rate of return corresponds to the point at which a project's net present value equals zero. Since it does not account for any outside forces, such as inflation, they call it internal.
The calculator's capabilities will be utilized to determine the IRR,
Project S
- CF0 = (1,000)
- CF1 = 882.62 & F01 = 1
- CF2 = 250 & F02 = 1
- CF3 = 15 & F03 = 1
- CF4 = 5 & F04 = 1
- I = 10.5%
- [NPV] [CPT]
- The NPV is $17.968
- [IRR] [CPT]
- The IRR will come as 12.10%
- Project L
- CF0 = (1,000)
- CF1 = 0 & F01 = 1
- CF2 = 260 & F02 = 1
- CF3 = 420 & F03 = 1
- CF4 = 732.87 & F04 = 1
- I = 10.5%
- [NPV] [CPT]
- The NPV is $15.78
- [IRR] [CPT]
- The IRR will come as 11.03%
- The better Project is Project S having a NPV of $17.968 and IRR of 12.10%
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