THE ANSWER TO THIS QUESTION IS JOE HAS A HIGHER ONE
Answer:
$59.00.
Explanation:
Because it is perpetual method we will check the inventory available at the moment of each sale.
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<u>First sale:</u>
Inventory Available Jan 1st 10 units at $4
sales 6 units COGS $4 = 24
<u>Second Sale:</u>
Inventory Available Jan 1st 4 units at $4 $16
Jan 17th 8 units at $5.5 $44
Total 12 untis at $60 = 60/12 = $5 per unit
sales 7 units COGS $5 = 35
Total COGS 35 + 24 = 59
Answer:
A. DR Petty Cash 200; CR Cash 200
Explanation:
We are asked for the entry on June 1st to stablish the petty cash fund.
The data on June 30th is irrelevant for this question.
We will only work with the information of june 1st
The ptty cash, will be an asset account. To crease an asset account we will debit it.
On credit side, we need to show how is this asset generated. In this case, with another asset, cash. Cash will be credited to show that 200 cash from the main account has been moved into the petty fund
Answer:
subtracting the risk-free rate of return from the market rate of return
Explanation:
Market risk premium is the premium over the risk free rate that investors demand for holding a risky asset
Market risk premium = market rate of return - risk free rate
the higher the risk premium, the higher the return investors are demanding and the riskier the investment
for example if risk free rate is 5% , market rate of return in industry A is 10% while in industry B it is 20%
Market premium in A = 10% - 5% = 5%
Market premium in b = 20% - 5% = 15%
Answer:
B) $15.63
Explanation:
Calculation for the no-arbitrage U.S. price of one ADR
First step is to calculate the Equivalent amount of one ADR in euro
Equivalent amount of one ADR in euro = 5 ×€5
Equivalent amount of one ADR in euro = €25
Now let calculate the Dollar value of one ADR
Dollar value of one ADR = €25* €625/1,000
Dollar value of one ADR=€15,625/1,000
Dollar value of one ADR=$15.63
Therefore the no-arbitrage U.S. price of one ADR is:$15.63