The accounting entries for Rippen Corporation is recorded as follows:
December 3,
DR Accounts Receivable (Burnen Corp.) $480,000
CR Sales $480,000
DR Cost of Goods Sold $320,000
CR Inventory $320,000
December 8,
DR Sales Return $30,000
CR Accounts Receivable $30,000
DR Inventory $20,000
CR Cost of Goods Sold $20,000
December 12,
DR Cash $441,000
DR Credit Discount $9,000
CR Accounts Receivable $450,000
<h3>What is Journal Entry?</h3>
A journal entry is recorded for the transactions of a company in the relevant period, the entry that is recorded is also known as the double entry. These journal entries are then used to prepare T-Accounts, an then trial balance is made and ultimately income statement and balance sheet are made.
The transaction includes a discount of 2% as credit discount for the payment being made within 10 days.
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Answer:
6%
Explanation:
As per given data
Quarter Real GDP ($billions) Long-Run Trend of Real GDP ($billions)
1 4,000 4,000
2 4,160 4,120
3 4,326 4,244
4 4,413 4,371
5 4,501 4,502
6 4,591 4,637
7 4,499 4,776
8 4,409 4,919
9 4,673 5,067
10 4,954 5,219
11 5,252 5,376
12 5,376 5,537
Growth of GDP = (DGP of Current/recent period - GDP of Prior period) / DGP of Prior period
In this question prior period is quarter 10 and current /recent period is quarter 11.
So, formula will be
Growth of GDP = (DGP of quarter 11 - GDP of quarter 10) / GDP of quarter 10
As we need to calculate the real GDP growth the formula will be as follow
Growth of real GDP = (Real DGP of quarter 11 - Real GDP of quarter 10) / Real GDP of quarter 10
Growth of real GDP = ($5,252 billion - $4,954 billion) / $4,954 billion
Growth of real GDP = $298 billion / $4,954 billion
Growth of real GDP = 6.02% = 6%
<span>Because the federal reserve would want to discourage quick investments or want people to save more money right now. Long term rates would go down because these are well thought out infrastructure projects that are good for the long run.</span>
The home loan must be repaid at a real interest rate of 3%; (8.5%-5.5%=3%).
<h3>Real interest rate </h3>
A real interest rate is adjusted to remove the effects of inflation and gives the real rate of a bond or loan. A nominal interest rate refers to the interest rate before taking inflation into account.
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