A firm has the line of credit (LOC) with an interest rate of 4.5% and a commitment fee of 0.25% based on the unused portion of the line. The total funds available on the credit line equal $1,000,000. The firm expects average daily borrowings of $700,000.
Interest Rate = 4.5% | |
Commitment fee = 0.25% of unused portion | |
Line of Credit = $ 1,000,000 | |
Average Daily Borrowings = $ 700,000 | |
A | Interest Cost = Average Daily Borrowings * Interest Rate |
Interest Cost = $ 700,000 * 4.5% | |
Interest Cost = $ 31,500 | |
B | Commitment Fee = Unused Portion * Commitment Fee |
Commitment Fee = ( $ 1,000,000 - $ 700,000) * 0.25% | |
Commitment Fee = $ 300,000 * 0.25% | |
Commitment Fee = $ 750 | |
C | Effective Cost of this LOC = Total Cost/Average Daily Borrowings |
Effective Cost of this LOC = ( $ 31,500 + $ 750) / $ 700,000 | |
Effective Cost of this LOC = 4.61% |
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