MXY Chemical needs working capital of Tk. 500,000. There are three alternative methods of financing:
· To forgo cash discount granted on basis of 3/15, net 30;
· To borrow from a bank at 14% interest rate per annum. The bank requires 25% compensating balance on loan amount;
· To issue commercial paper at 15%. The cost of issuing the commercial paper would be Tk. 25,000 per year. The maturity of the journal is one year.
Requirement: Suggest the best alternative.
SOLUITION:
Case-I: Cost of Trade Credit:
Cost of Trade Credit = (CDR/100-CDR X 360 days/CP-DP) X 100
Here,
Cash Discount Ratio (CDR) = 3%
CP = 30 days
DP = 15 days
Effective Interest Rate (EIR) = ?
So, Cost of Trade Credit = (CDR/100-CDR X 360 days/CP-DP) X 100
= (3/100-3 X 360/30-15) X 100
= (3/97 X 360/15) X 100
= (.03 X .24) X 100
= .74 X 100
= 74.23%
Case-II: Borrowing from a Bank:
Here,
Interest (I) =14%
Working Capital = 500,000
Compensating Balance = 25%
Effective Interest Rate (EIR) = ?
I = Annual Interest = 500000 X 14%
= 500000 X 14/100
= 70,000
Compensating Balance (CB) = 500000 X 25%
= 500000 X 25/100
= 1,25000
We know that,
Effective Interest Rate (EIR) = (I/P-CB) X 100
= (70000/500000-125000) X 100
= (70000/375000) X 100
= .1867 X 100
= 18.67%
Case-III: Cost of Commercial Paper:
We know that,
Cost of Commercial Paper = (FV-SV/NSV x 360/DM) X 100
Here,
Face Value (FS) = 500,000
Sale Value (SV) = Sale Value – Interest
= 500000 – 500000X 15%
= 500000 – 75000
= 425000
Net Sale Value (NSV) = Sale Value – Other Cost
= 425000 – 25000 [Other Cost=Commercial Paper Cost=25000] = 400000
Days of Maturity (DM) = 360 Days
So,
Cost of Commercial Paper = (FV-SV/NSV x 360/DM) x 100
= {(500000-425000)/400000 x (360/360)} x 100
= (75000/400000) x 1) x 100
= (.1875 x 1) x 100
= .1875 x 100
= 18.75%
Comparison:
Case-I = 74.23%
Case-II = 18.67%
Case-III = 18.75%
Decision:
Amongst the three cases, Bank Loan is the cheapest. So, MXY Chemical should choose the Case-II.
0 comments for "MXY Chemical needs working capital of Tk. 500,000. There are three alternative methods of financing."