III
Company XYZ establishes a $250 million (revolving) credit line with Bank:
term: six months
payment frequency: monthly
start date: July 1 2018
interest rate: 1-month LIBOR + 1%
use the rates in question II for 1-month LIBOR
assume the LIBOR rate on the first day of each month is the rate used for all drawdowns that month
unused credit line fee: ¼ %
amortization schedule: none
Here are XYZ’s drawdowns (and repayments):
July 2 borrow 50,000,000
July 20 borrow 10,000,000
Aug 25 borrow 10,000,000
Sept 1 repay 20,000,000
Sept 30 borrow 6,000,000
Oct 25 repay 50,000,000
Nov 11 borrow 100,000,000
Data for 3-month LIBOR%
June 1 2018 1.75 June 1 2019 2.5
July 1 2018 1.9 July 1 2019 2.45
August 1 2018 1.98 August 1 2019 2.48
Sept 1 2018 2.05 Sept 1 2019 2.5
Oct 1 2018 2.10 Oct 1 2019 2.60
Nov 1 2018 2.10 Nov 1 2019 2.65
Dec 1 2018 2.22 Dec 1 2019 2.72
Jan 1 2019 2.20 Jan 1 2020 2.80
Feb 1 2019 2.10 Feb 1 2040 2.99
March 1 2019 2.18 March 1 2020 2.81
April 1 2019 2.25 April 1 2020 3.05
May 1 2019 2.35 May 1 2020 3.3
What are the monthly payments XYZ makes to Bank? Separate the interest from the fee payments.
?
calculations of interest and fee payment
date. int. fee
aug 1.2018. 853547(note 1) 475000(note 1)
sept 1 2018. 1012258 (note 2) 45000(note 2)
oct 1 2018. 823365 (note 3) 485000
nov 1. 2018. 762290. 610000
dec 1. 2018. 1234333 360000
jan 1. 2018. 1801000. 360000
note 1
int = (50000000*30/31)*1.633%=790322
(10000000*12/31)*1.633%=63225
TOTAL. =853547
fee 250 million - 60 million = 190 million *0.25% = 475000
here we are not provided with 1 month libor so 3 month libor is converted in 1 month libor as follows
1.9/3 =0.6333 therefore 0.633+1% =1.63%
note 2
int calculations = 60000000*1.633%=980000
[ 10000000*6/31]*1.66%=32258
total. 1012258
fee 180million * 0.25% = 450000
note 3
int 40000000*1.633%=653333
10000000*1.666%=166666
( 6000000/30)*1.683%=3366
total. 823365
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