<span>A person's debt ratio shows the relationship between debt and net worth. The lower the ratio the better off the person is financially. </span>
When you are in good financial standing, if it necessary to have a low debt ratio. The debt ratio is how much debt to income or net worth someone has. When you have a low debt ratio you are often approved for larger loans and can sustain financial freedom more easily.
Answer:
1. Sandboxing
2. Containerization
Explanation:
The function of Sandboxing is to distinguish applications from one another and does not permit them to share the data, user etc
While on the other hand Containerization is a technique that used to separate different data sensitives like a business and personal data kept on the mobile device
Therefore according to the given situation, the option 1 and option 2 is correct
Answer:
$8,000, and she has to complete 60 days
Explanation:
Whenever money has to be taken out of the first plan, then it is the requirement of IRA to complete the rollover within 60 days, also the amount to be withheld is 20% this is in the case where the amount is directly paid o the concerned participant. Then the person concerned for such payment has to keep 20%
Here in the instance Total amount = $10,000
20% of such = $2,000
Thus, amount received from the administrator = 80% = $10,000
80% = $8,000
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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