The correct option is B.
In case of non repayment of loan, the lender can sell the collateral and used the proceeds to cover his losses. A collateral is always in form of properties which are substantial in value, it is often requested that borrowers provide collateral in order to reassure lenders that they will pay up.
Answer: A $304
Explanation: LIFO means last in first out. It means it is the older inventory that is sold off first.
On November 1, total value of inventory = $20 × 5 =$100
On November 2, total value of inventory = $100 + ( $22 × 10) = $320
On November 6, total value of inventory = $320 +($25×6) = $470
On November 8, 8 units of inventory was sold. This would be taken from the older stock of inventory. These inventories are the those from November 1 and 2.
The remaining inventory after the sale = (7 × 22) + 150 = $304
Answer:
all the given figures are wrong but i explained the correct procedure.
Explanation:
INCOME STATEMENT
Fees earned 17400
Expenses:
Depreciation expense 1300
Insurance expense 400
Supplies expense 3800 5500
Net Income 11900
Therefore, The Net income for the period is $11900.
Answer:
Explanation:
DATE Account AccountsPayable OfficeSupplies OtherAccounts
Credited credit debit debit
Apr. 4 Officemate $620 $610 no entry
Apr. 9 Tek Village $2,460 $2,460
Apr. 16Officemate $170 $170 no entry
Apr. 19 Paper to Go $250 $250 no entry
Apr. 30 Total $3,500 $1050 $2,460
b. Total amount posted / credited to accounts payable= $( 620+2,460 + $170 + 250) = $3500
Total amount from and debited from Office supplies = $(610 + 170+ 250) = $1050
What is the April 30 balance of the Officemate Inc. creditor account assuming a zero balance on April 1?
$ __170____ ie $ 610 + 170 - 610( because invoice on April 4th was paid on April 27th.
Answer:
15.05%
Explanation:
Calculation to determine the expected return on a portfolio
Using this formula
Expected return = (Return on stock A * Percentage invested in stock A) + ( Return on Stock B * Percentage invested in Stock B)
Let plug in the formula
Expected return= (20% * 67%) + (5% * 33%)
Expected return= 13.4% + 1.65%
Expected return= 15.05%
Therefore the expected return on a portfolio is 15.05%