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vitfil [10]
3 years ago
5

Calculate the additional cash needed for the six months. When there is a cash shortfall (the shortfall/surplus cash calculation

is less than zero), additional cash must be obtained from a loan to cover all of the monthly expenses. Therefore, additional cash needed is equal to any cash shortfall. It is zero if there is a cash surplus. The additional cash needed should be a positive number even though a shortfall will be a negative number in the model (row 26). [6 points]
Business
1 answer:
lord [1]3 years ago
5 0

Answer:

the numbers are missing, so I looked for a similar question:

<em>Vince's Blinds will have cash receipts of​ $97,000 and cash disbursements of​ $108,000. If its beginning cash is​ $5,000 and its desired reserve is​ $2,000, what will be its shortfall in cash for the​ month?</em>

You have to repeat the same procedure for the following months. The ending balance of month 1 becomes the beginning balance of month 2, and so on. For month 2 we can flip the cash receipts and disbursements:

                                                 Month 1       Month 2       Month 3

Beginning cash balance          $5,000        $2,000        $5,000

Cash receipts                          $97,000    $108,000           ....

Cash disbursements           <u>($108,000)</u>    <u>($97,000)</u>

Net balance                            ($6,000)       $13,000

Cash from loan                        <u> $8,000</u>      <u>($8,000)</u>

Ending cash balance               $2,000        $5,000

Depending on the numbers that you have, you should be able to complete the 6 months and then just add the cash from loans.  

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Answer:

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Explanation:

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Loan Balance after first year = (principal for first year) - (amount paid - 10% of principal ) = $198,784.15

For 2nd year

principal for the 2nd year = Loan balance after first year = $198,784.15

loan balance after 2nd year = 198784.15 - ( 21215.85 - 10% of 198784.15)

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same applies for the different years until the 12th year

using this formula :

Loan Balance after Nth year = [ Loan balance after (n-1) year - ( amount paid - 10% of loan balance after (n-1) year ) ]

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