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Answer: Equal to the maximum financial leverage offered by Broker 2.
The correct answer is **B** because the leverage ratios for both brokers are identical. The leverage ratio is calculated as 100% divided by the margin requirement. For Broker 1, the leverage ratio is 100% / 62.5% = 1.6, which matches Broker 2's maximum leverage ratio of 1.6. Therefore, the maximum financial leverage for both brokers is the same.
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Broker 1 has a minimum margin requirement of 62.5%, while Broker 2 has a maximum leverage ratio of 1.6. The maximum financial leverage achievable with Broker 1 is:
A
Lower than the maximum financial leverage offered by Broker 2.
B
Equal to the maximum financial leverage offered by Broker 2.
C
Higher than the maximum financial leverage offered by Broker 2.