Answer:
$2200
Explanation:
The accrual basis recognizes revenues and expenses when the event warranting the income or expenditure occurs. In this case, the expenditure to be recognized is for the 11 months of insurance coverage.
For 24 months, the premiums are $4800. premiums for one month will be
= $4800/24
=$200
Premiums for 11 months
= $200 x 11
=$2200
Answer:
hello your question lacks the required file ( excel file ) attached below is the missing file
Answer : The EVI does not change in the way expected and this is because of the higher probability assignment
Explanation:
1) calculate the EVI for the first combination
i.e. B5 = $2000, B9 = 0.4, B14 = 0.8, B15 = 0.3
EVI = EMI with information - EMI without information
= 3250 - 3400
= $ 150
<em>note : EMI with information is gotten via solution tree </em>
2) Calculate the EVI for the second combination
i.e. B5 = $4000 , B9 = 0.3 , B14 = 0.9, B15 = 0.2
EVI = EMI with information - EMI without information
= $1378 - $500 = $878
Answer:
B) the ages of all persons watching the show
Explanation:
While doing any surveys, whether on any platform, where the question in survey is of personal information it leads to categorization.
Here, the analysis has number of persons watching such show, this will not categorize any as people will just say yes or no.
Ages is a personal question as what is the age will depend upon person to person and can be categorized in a wide range.
The number of times the show has been watched depends on timings and people's preference, to such there is no categorization.
the name of the show will only create the details of people's preference for the show.
Therefore, Categorization can be done only for
B) the ages of all persons watching shows.
Answer:
Explanation:
The market value of debt is the present value of all future cash flows in servicing the debt.
we need to identify the present value of the future cash flows as follows
Year no of receipts Cash flow Discount factor present value
1-7 7 70 5.1185 358.296
7 1 1000 0.5649 564.926
Present Value 923.222
Annuity= P=R(1+(1+i )^-n) /i
Annuity= P=70(1+(1+8.5%)^-7/8.5% = 5.1185
Compound = S=P(1+i)
Compound =P=1000/(1+8.5%)^7 = 0.5649
the value of the bond is = 923.222
