This formula seems to be pretty straightforward, but I'm not getting the correct answer (this is a practice question from Schweser)
Asumming l/t to s/t debt ratio is less than 1.5. Have assets of $700mm, s/t liabilities of $120mm and l/t liabilities of $300m. The standard deviation of asset value is $76mm. Using KMV model, what is the distance to default?
This is how I approach the problem:
1) Calculate Default Threshold = s/t debt + .5 * l/t debt
2) Calculate DD = Assets - Default Threshold / StDev.
Answer should be 5.66 StDevs -HOWEVER I have trouble with the default threshold calculation. I take the 120 plus .5, which is 180 correct (half of 120 is 60)? Multiply by 300 which gives me 54,000.
If I take 700 - 54,000/76 I get a huge number, way off base. This seems like it should be very easy, what is wrong with my approach?
Asumming l/t to s/t debt ratio is less than 1.5. Have assets of $700mm, s/t liabilities of $120mm and l/t liabilities of $300m. The standard deviation of asset value is $76mm. Using KMV model, what is the distance to default?
This is how I approach the problem:
1) Calculate Default Threshold = s/t debt + .5 * l/t debt
2) Calculate DD = Assets - Default Threshold / StDev.
Answer should be 5.66 StDevs -HOWEVER I have trouble with the default threshold calculation. I take the 120 plus .5, which is 180 correct (half of 120 is 60)? Multiply by 300 which gives me 54,000.
If I take 700 - 54,000/76 I get a huge number, way off base. This seems like it should be very easy, what is wrong with my approach?