Answer:
$624, 750
Explanation:
Purchases = 900,000
Sales = 1500000
Price index = 110%
Inventory= 189750
1,500,000 - [{($150,000 x 110%) + $900,000} - $189,750]
=1,500,000 - [($150,000 x 1.1) + $900,000] - $189,750
= 1,500,000 - (1065000 - 189750)
= 1,500,000 - 875250
=$624,750
Gross profit. = $624750
Answer: 5.23%
Explanation:
Given , interest rate, r =0.08; current exchange rate, c =0.78 and forward
rate, f= 0.76
Let X represent the return earned by the U.S. investing in Canadian security
x = 1+((1+r)*f/c)
x =1+(1.08*[0.76/0.78])
= 5.23%.
Answer:
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Answer:
$828.36
Explanation:
As for the information provided,
The value = $1,000
Life = 20 years, since interest is semi annual, effective period = 20 
= 40 periods.
Semi annual interest = $40
Annual interest = 10%, effective interest rate = 5%
Future Value Interest rate = $40 
= $40 17.159 = $686.36
Future Value of Principal = $1,000 
= $1,000 0.142 = $142
Thus, current price of bond = $686.36 + $142 = $828.36
Answer:
$88,000
Explanation:
The computation of the ending balance of the retained earning balance is shown below:
As we know that
The ending balance of retained earning = Beginning balance of retained earnings + net income - dividend paid
where,
net income is
= Revenues - expenses
= $50,500 - $33,000
= $17,500
And, the other items values would remain the same
So, the ending balance is
= $92,500 + $17,500 - $22,000
= $88,000
