Answer:
$48000
Explanation:
Given: Accounts payable $30,000;
Accrued liabilities payable $4,000;
Short-term notes payable $14,000.
Current Liability: It is a financial obligation of the company that need to be paid in a short period of time, within one year or within normal operating cycle.
Now, computing current liabilities from the given information.
Current liability= 
⇒ Current liability= 
∴ Current liability= $48000
Hence, Pioneer's total current liabilities is $48000.
Answer:
the requirements are missing, so I looked for them:
- a. Money supply.
- b. Deposits.
- c. Total reserves.
- d. Excess reserves.
a. $0
the coins are part of M1 money supply already, so it will not change it.
b. $3,000.
the DMV should deposit the pennies in their account account, therefore, total bank deposits will increase by 300,000¢
/100 = $3,000
c. $3,000
since bank deposits increase by $3,000, total reserves also increase by $3,000
d. $2,790
excess reserves = total reserves - required reserve ratio = $3,000 - ($3,000 x 7%) = $2,790
Do you have a list of the components?
Answer:
The correct answer is letter "C": The adjusting entry for deferred revenues increases revenues and decreases liabilities
Explanation:
Deferred Revenue is accrued payments that a corporation collects for goods or services that it has not yet produced or dispatched. Another term for deferred revenue is unearned revenue. Whereas normal payments for goods or services are recorded as revenue on the company's Income Statement, deferred revenue is recorded as a liability until the product is shipped.
For accounting purposes, <em>the adjusting entry for the deferred revenue by increasing an asset account (cash) with a debit and by increasing a liability account (unearned revenue) with a credit.</em>
Answer:
$10.80
Explanation:
Given that:
A first-period efficient allocation cost = $10
The constant marginal extraction cost MEC for both periods = $2
The social discount rate (r) = 10%
∴
The efficient undiscounted market price for the 2nd period can be determined by using the formula:
