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Darina [25.2K]
3 years ago
10

Cash balance, September 1 (from a summer job) $7,560

Business
1 answer:
neonofarm [45]3 years ago
4 0

Answer:

Katherine Malloy

Personal Cash Budget for September, October, November, and December:

                                       September   October   November   December

Balance                             $7,560      $2,960     $3,060        $3,160

Apartment deposit return                                                            500

Earnings (net of taxes)          940           940           940             940

Borrowing                                                                                      340

Total Cash Receipts        $8,500      $3,900     $4,000        $4,940

Season football tickets          100

Additional entertainment     260           260           260            260

Semester Tuition                4,100                                              4,100

Rent                                       370           370            370             370

Food                                      210            210             210             210

Apartment deposit               500

Total cash payment        $5,540        $840          $840       $4,940

Balance                           $2,960     $3,060       $3,160            $0

Explanation:

Katherine Malloy's cash budgets for the months of September, October, November, and December give some snapshots of her cash receipts and payments, including the planned borrowing of no less than $340 that she must arrange in December in order to pay for her spring semester tuition on December 31.   From the budget, she gets a clearer picture of her cash needs, receipts and expenses.  She is comfortable from September till the end of the year.  But, Katherine must arrange for some cash receipts, either in student loan or support or get another part-time work to increase her income, to enable settle her tuition in December.

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financial freedom

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The interest rate is higher in the US.

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The forward price is calculated using the following formula,

F= S ( 1+Rd / 1+Rf)^t

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  • Rf = Nominal interest rate in foreign market
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We consider that the domestic market is the US and the domestic currency is the USD. Thus, it is a direct quote where 1 EUR = 1.3 USD

The forward price ER is more than the Sport ER only when the interest rate in domestic market is more than the interest rate in foreign market and as a result, the value of domestic currency against a foreign currency in the forward market depreciates.

We can see this by the following example,

Say Spot rate is $1.3 per 1 EUR and the interest rate in US is 10% while that in Euro zone is 5%. When we calculate the forward ER we will see that 1 EUR will buy us more USD in forward (more than 1.3 USD)

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