Answer: Debit Interest Receivable and credit Interest Revenue, $2950
Explanation:
Based on the information given in the question, we have to calculate the interest accrued and this will be:
= $590,000 × 6% × 1/12
= $590,000 × 0.06 × 0.08333
= $2949.882
= $2950 approximately
Therefore, the adjusting entry that Sandhill should make on December 31, 2020 will be to:
Debit Interest Receivable and credit Interest Revenue, $2950
Answer:
See explanation for the answer.
Explanation:
1.
Balances of bonds payable, bond investment, interest income and interest expense are to be considered
Proceeds from for bonds (1400000*50%*0.95) 665000
Carrying value of bonds
Face value (1400000*50%) 700000
Unamortized premium (8/10*(1400000*50%*0.09)) 50400
Carrying value 750400
Gain on retirement of bonds 85400
2.
General journal Debit Credit
Bonds payable 700000
Premium on bonds payable 44100
Interest income 74375
Investment in bonds (665000+4375) 669375
Interest expense 63700
Gain on retirement 85400
<span> The term budget constraint denotes the consumption limitation because of a certain income.</span><span>
The slope of the budget constraint is determined by the relative price of the two goods, which is calculated by taking the price of one good and dividing it by the price of the other good.
</span><span>The concept of budget constraint is used to analyze consumer choices. </span>
Answer:
Explanation:
Schedule of expected cash collection is a form of budgeted that list the time frames and the amount of payment expected from customers for the purpose of efficient planning.
Account receivables
60% * October sales = 67,000
November sales
40% * 320000 (November sales) = $128,000
$195000
December cash collection
60%*320000 (November sales) = 192000
40%*330000 (December sales)= $132000
$324,000