A registered representative opens a new margin account for a customer with an opening purchase of 100 shares of ABC at a price of $35 per share. What is the minimum amount of equity that the customer must initially deposit in the new margin account?
$1,750 is the minimum amount of equity that the customer must initially deposit in the new margin account.
To calculate the minimum equity requirement for a margin account, we use the initial margin requirement, which is typically 50% of the total purchase price of the securities. In this case, the total purchase price for 100 shares of ABC at $35 each is $3,500, so the customer must deposit at least $1,750.
This amount represents a value less than the required 50% margin deposit. Since the total purchase price of $3,500 requires a minimum deposit of $1,750, $975 does not meet the regulatory requirements for margin accounts.
This is the correct answer, as it represents 50% of the total purchase price of $3,500 for the shares. The minimum equity requirement for the margin account is calculated as $3,500 x 0.50 = $1,750, which aligns with the initial margin requirement set by regulatory authorities.
While $2,000 exceeds the minimum requirement, it is not necessary for the customer to deposit this amount. The regulatory minimum is set at $1,750, making this choice unnecessary and incorrect.
This option represents the full purchase price of the shares, which is not required as an initial deposit for a margin account. Under margin rules, only 50% of the total purchase price is needed, making this amount excessive.
In summary, the minimum equity requirement for a new margin account is calculated based on the total purchase price of the securities purchased. For the transaction involving 100 shares of ABC at $35 each, the required initial deposit is $1,750, which is 50% of the total cost. Other amounts presented in the choices either fail to meet the minimum requirement or exceed it unnecessarily.
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