Answer:
The transaction recorded are shown in the below table.
Explanation:
According to the scenario, the following transaction according to the perpetual system can be recorded as follows :
Date Particulars Debit Credit
Feb.9 Purchase Inventory $54,000
Accounts payable $54,000
Mar.7 Accounts Receivable $74,000
Sales inventory $74,000
Mar.7 Cost of goods sold $54,000
Inventory $54,000
Answer:
$974.969721935.
Explanation:
So, the assumed discount rate is six(6) percent(%). That is r = 0.06, hence, the amount I will be needing in the next 18 years for my child = $31,940. So, let us Calculate my yearly savings starting today by using the mathematical formula or representation below;
Amount needed in 18 years = (amounts to be saved starting from today, x)/ r × [ ( 1 + r )^n - 1] × ( 1 + r).
$31,940 = x/ 0.06 × (1 + 0.06)^18 - 1 × ( 1 + 0.06).
Solving for x, we find that;
The amounts to be saved starting from today, x = $31,940/ 32.7599917017.
=> The amounts to be saved starting from today, x =$974.969721935.
Answer:
Income Statement Sales 9,00,000 Cost of goods sold 5,80,000 Gross profit 3,20,000 Salaries expense 3,90,000 Rent expense 2,40,000 Utilities expense 38,000 Loss from operations -3,48,000 Interest expense -59,400 Net loss -4,07,400 KI
Explanation:
<em>Purchased $190,000 of store equipment, paying $51,000 in cash and agreeing to Paid the entire $139,000 owed for store equipment and $600,000 of the amount due to suppliers for credit purchases previously recorded. pay the difference within 90 days. that make it a way to create sales.</em>
Answer:
$1,125.98
Explanation:
market price of the bonds = present value of face value + present value of coupons
PV of face value = $1,000 / (1 + 0.0599)⁴ = $792.39
PV of coupons = coupon x {1 - [1/(1 + r)ⁿ]} / r = 96.25 x {1 - [1/(1 + 0.0599)⁴]} / 0.0599 = 96.25 x 3.34659 = $333.59
market value = $792.39 + $333.59 = $1,125.98
Answer:
D. The equilibrium price and quantity increases
Explanation:
When the demand curve shifts to the right and the supply curve is held constant, the equilibrium price and quantity increases.
A rightward shift in the demand curve from D1 to D2 an a supply curve S held constant, the equilibrium price increases from P1 to P2 and equilibrium quantity increases from Q1 to Q2.
Therefore, a shift in demand curve to the right at a constant supply curve will increase equilibrium price and quantity.
See graph attached for more information
