Answer: 187%
Explanation:
The percentage increase in the price of dozen egg would be:
= ( 2.75-0.96) × 100/ 0.96
= 1.79 × 100 / 0.96
= 186.45%
The percent increase in the price of dozen egg = 187%
Answer:
Sales Revenue $811,419
Interest Revenue $12,690
Cost of Goods Sold $575,593
Administrative Expenses $189,840
Income Tax Expense $31,877
Dividends $18,984.
<u>Year end Closing Entries</u> Dr. Cr.
1.
Sales revenue $811,419
Interest revenue $12,690
Income Summary $824,109
2.
Income Summary $797,310
Cost of Goods Sold $575,593
Administrative Expenses $189,840
Income Tax Expenses $31,877
3.
Income Summary $26,799
Retained Earning $26,799
4.
Retained Earning $12,690
Dividend $824,109
Answer:
Option B ⇒ The annual interest rate on Note A is 9.35% .
Explanation:
Note B has an accrued interest for six months during 2013: $220,000 x .08 x 6/12 = $8,800.
The remainder of the accrued interest, $7,200 ($16,000 - $8,800) was from Note A, which was held for seven months in 2013.
Therefore, we have the following: $132,000 x annual interest rate x 7/12 = $7,200.
Thus, the annual interest rate on Note A would be ($7,200/132,000) x 12/7 = 9.35%.
Option B ⇒ 9.35% is the correct answer.
Answer:
Bubba’s annual total revenue is c. $20,000
Explanation:
Revenue is the total amount that comes from sales, regardless of cost.
Bubba catches 4,000 pounds and sell them for $5 per pound, so the total amount (revenue) he receives from selling them is 4,000 * 5 = $20,000
Note: The information about the $3 cost is not necessary to calculate revenue
Unexpectedly high inflation tends to hurt lenders the most. When lenders lend money, it is valuable , but the amount of money that must be returned to him/her is fixed. Over time, the value of the money keeps depreciating and finally when the borrower does return the money, the value decreases to a very small amount, which is not worth much. For example, let's say a borrower borrows money from a lender to buy a car. With time, the value of money depreciated so much that when the borrower finally returns the money, the same amount of money is not even worth buying a box a matches!
