The arbitrage profit implied by these prices is $5.24.
<h3>Arbitrage profit</h3>
Given:
Future contract= 1645
Sport gold price = 1592
Risk-free rate (rf) = .03
Hence:
Arbitrage profit=1645-[1592(1+1.03)¹]
Arbitrage profit=1645- 1639.76
Arbitrage profit=1645 =$5.24
Therefore the arbitrage profit implied by these prices is $5.24.
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Answer:
B) must be balanced by a statement that trading options can also result in significant losses.
Explanation:
Representatives do not trade securities by themselves, they only enter orders on behalf of their clients and following their clients' orders. That means that the clients assume the risk of losing money due to a bad investment. The clients are also the ones that benefit the most since it is their money being invested. Any statement that states the possibility of significant earnings, must also include the possibility of significant losses.
Answer:
B. The amount of equity reported by Frankfort Corporation is $672,000
Explanation:
Equity earnings
= Frankfort's share in net income of Bradley
= 1,680,000 * 40%
= 672,000
Option B
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Answer:
Total overhead rate = $34.17 per machine hour
Explanation:
The total overhead rate would the sum of the variable overhead rate and the fixed overhead rate
<em>The pre-determined fixed overhead absorption rate = Estimated fixed overhead /Estimated machine hours </em>
<em>DATA:</em>
<em>Estimated overhead - $256,500.</em>
<em>Estimated machine hours - 10,000 machine hours</em>
The pre-determined fixed overhead absorption rate =
$256,500/ 10,000 machine hours = 25.65 per hour
<em>The pre-determined overhead absorption rate = $25.65 per hour</em>
Total overhead rate = Variable rate + Fixed rate
= $8.52 + $25.65 = $34.17
Total overhead rate = $34.17 per machine hour
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