Answer:
4 Steps to Claim PCSO Lotto Prize
Go to the PCSO Main Office. Present two valid IDs (preferably signature-bearing government-issued IDs) and the winning ticket to the Prize Claim section of the Accounting and Budget Department. Fill out the required forms. Wait for the ticket to be validated.
Explanation:
No choices here
Answer:
Explanation:
debit Unearned Revenue 200
credit Revenues 200
To realize one month of insurance premium revenue
Gap's cost of goods sold is $10,258 million and Cash paid to supplier is $10,447 million.
Let understand that Cost of good sold refers to amount of expenses incurred to produce the goods produced by a firm.
- The formulae for deriving the Cost of Goods Sold is {Beginning Inventories + Purchases – Ending Inventories}.
- Information given are <em>Purchased inventories $10,392, Ending inventories $2,131 and Beginning inventories $1,997</em>
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Cost of goods sold = $1,997 + $10,392 - $2,131
Cost of goods sold = $10,258
- In conclusion, the amount of Gap's cost of goods sold is $10,258
Let understand that Cash paid to accounts payable refers to net amount paid to supplier of goods.
- The formulae for deriving the Cash paid to accounts payable is Beginning balance for 2015 + Purchases - Ending balance for 2015
Cash paid to accounts payable = $1,181 + $10,392 - $1,126
Cash paid to accounts payable = $10,447
- In conclusion, the amount of Gap's Cash paid to supplier is $10,447
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Answer:
D) 12;3
Explanation:
The average duration of unemployment in Jekyll is 12 month and 3 months in Hyde. The total employees in Jekyll are 2000 out of which 500 are not employed during the entire year. The calculation will be as,
For Jekyll town,
(500 unemployed labors * 12 months) / 500 unemployed employees
= 12 months.
For Hyde town,
(2000 employees * 3 month unemployed) / 2000 employees
= 3 months.
Answer:
Replacing the values that we have:
And solving for a we got:
So then the premium value for the insurance on this case should be 1840 dollars.
Explanation:
For this case we can define the random variable X as the gain ( in thousand of dollars) of insurance company
We assume that the premium clase charge and amount of a to the company and we know from the info given that:
represent the expected gain in thousand of dollars
The expected value of a random variable X is the n-th moment about zero of a probability density function f(x) if X is continuous, or the weighted average for a discrete probability distribution, if X is discrete.
And using the definition for a discrete random variable we know that :
Replacing the values that we have:
And solving for a we got:
So then the premium value for the insurance on this case should be 1840 dollars.
