Margins
Questions related to margin in CFA
Level 1 are not very difficult. The following is an important table:
|
|
Margin for purchase (long) |
Margin for sale (short) |
Future Margin (long/short) |
|
Borrow Money |
Yes |
No |
No |
|
Pay interest |
Yes |
No |
No |
|
Borrow Stock |
No |
Yes |
No |
|
Pay Dividend |
No |
Yes |
No |
|
Trigger Price |
P0 (1-Im)/(1-Mm) |
P0 (1+Im)/(1+Mm) |
P0 (–/+) (Im – Mm) |
where P0 is the initial price or contract
price, Im is the initial margin, and Mm is the
maintenance margin.
To gain the points, you have to:
- Memorize the equations
- Understand that for margin for purchase/sale, margin is
quoted in % while that of futures is quoted in absolute value
- For long margin (including that of future margin),
trigger price has to be less than the initial price. For short margin
(including that of future margin), trigger price has to be more than the
initial price. Use this to check the answer and help you memorize the
equations.
- For securities, if the price falls or rises above Mm,
one only has to increase the deposit back to Mm level. However, for
futures, one must increase the deposit back to Im
level!
E.g.
A future contract is purchased to
cover 1000 ounces of gold for $500k. Assume the initial margin is $50k, at what
price will the buyer receive a margin call if the maintenance margin is 30k? How
much has to be deposited if the gold price falls to $470/ounce?
P0 = 500k / 1000 = $500/ounce
Initial margin = $50k/1000 =
$50/ounce
Maintenance margin = $30k/1000 =
$30/ounce
Therefore, the trigger price is $500
- $(50-30) = $480
Since $470
< $480, so a margin call will be initiated. The owner has already lost $30
per/ounce, so he/she must re-deposit $30 x 1000 = $30k to bring the balance
back to Im.
[...] Margins [...]