interest rate derivative case analysis
TRANSCRIPT
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Interest Rate
Derivatives
February 7
2014Submitted by,
Anadi Kaistha
Nabin Basha
Naveen Kumar
Sanoop S
Sreenandan Nambiar P
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Exercise 1
ACME Manufacturin has t!o choices" either raise debt b#
$%#ear &i'ed (ate Note" Cost )*+ for ACME
$ #ear &,oatin (ate Note" Cost) -one #ear ./B(" $*+ 2 + spread3
he compan# prefers to have a &i'ed (ate .iabi,it#5 ho!ever ,oo6in at the above scenarios" the fi'edrate cost of 7ebt is *+ !hich is reater than the &,oatin rate .iabi,it# !hich at current ,eve, of .ibor is
8*+
So it !ou,d be prudent to o for &,oatin rate .iabi,it# !hich is ,o!er than fi'ed rate and subse9uent,# ta6e
7erivative contracts for e'chanin f,oatin rate ,iabi,it# into a fi'ed rate ,iabi,it#
he 7erivative contracts avai,ab,e from Nationa, rust are S!aps" &(As" Cap and &,oor
he &i'ed rate cost ca,cu,ation is as under for each 7erivative Contract
Solution:
;iven 7etai,s
1 #r ./B( -+3 $*
.oan Amount -< mn3 100
$ #r =S %bi,, rate-+3 48
7uration -#rs3 $
2 #r =S %bi,, rate -+3 41
$ #r =S %bi,, rate -+3 48&,oatin Case 1 #r ./B( 2+
Additiona, -+3 2
Acmes Initial Position:
#pe Condition Actua, (ate Net Pa#ment -< mn3 &ina, .oan Cost toACME -+3
&i'ed $ #r =S %bi,, rate 280basis
*0 21 *0
&,oatin 1 #r ./B( 2+ 8* NA NA
Comments:
/n case compan# oes for a &i'ed rate of interest pa#ment than Acme>s tota, interest cost !i,, be 7%
(amount $ 21 million)and in case of f,oatin rate of interest Acme>s tota, cost !ou,d be 5.7% for the first#ear and thereafter as per the prevai,in ./B( for the concerned period at that point in time
ational !rust o""ers:
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#""er 1 SAP
&i'ed pa# $ #r =S t rate $0 bps 4? 204
&,oatin rec 1 #r ./B( $* 111
Case%1 % S@AP
?Pa# -4?%$* 11+ of 100 mn3 ie $$ mn
/f ACME enters into a S@AP contract !ith Nationa, rust
/t !ou,d pa# a fi'ed rate of 48+0$+4?+ to the Nationa, rust
/t !ou,d receive a one #ear ./B( f,oatin rate from Nationa, rust
ACME has to pa# 2+ spread to meet the ,iabi,it# of &,oatin rate note
!otal cost to AC&E is '.%2%* +.%.
Comments:
/n case of first offer of S@AP if compan# oes for conversion of f,oatin rate to fi'ed rate than compan#>s
tota, cost of ,oan !ou,d be +.% (amount $ 2,.' million)" because in this set up Acme has to pa# 4?+as fi'ed pa#ment p,us 2+ spread he ./B( cost prevai,in in the mar6et for the respective periods!ou,d be netted off b# the receipt of ./B( pa#ment from the counterpart#
As the averae rate for $ #ears boi,s do!n to ?+" compan# miht thin6 it as an a,ternative to option offi'ed interest pa# of *+
#""er 2 -A
2 instruments re9uired" one for #ear 2 -12243 and another for #ear $ -24$3
Instrument 1:
Characteristics of the instrument:
-12'243 ie the contract !i,, e'pire in 12 months and due date is 24 months
&(A reference rate: 8+ pa -iven3
=nder,#in rate: 1 #ear ./B(
Scenario(a):Assume if 1 #ear ./B( e'ceeds from 8+ to + pa
1 #ear ./B( stands at + pa /n this case" the compan# !ou,d receive differentia, pa#off of 1+discounted at 1 #ear ./B(
Pa#off --1 #ear ./B(3%-&(A reference rate3D-Period of under,#in ./B( in months1233-1--1 #ear./B(3D3D-Period of under,#in ./B( in months1233
--00%0083D12123-1-00D121233 00110 000F4$$F
Net pa#off to be received b# the compan# 000F4$$FD100"000"000F4$"$F
Scenario(/):/n case if ./B( oes do!n" 1 #ear ./B( reduces from 8+ to 4+ pa
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Assumption is that 1 #ear ./B( stands at 4+ pa /n this case" the compan# !ou,d pa# differentia, pa#offof 1+ discounted at 1 #ear ./B(
Pa#off --004%0083D12123-1-004D121233 %001104 %000F18$?Net pa#off to be paid b# the compan# 000F18$?D100"000"000F1"8$?
Instrument 2:
Characteristics of the instrument:
-24'$3 ie the contract !i,, e'pire in 24 months and due date is $ months
&(A reference rate: + pa -iven3
=nder,#in rate: 1 #ear ./B(
Scenario(a):Considerin 1 #ear ./B( e'ceeds from + to *+ pa
Assumption is that 1 #ear ./B( stands at *+ pa /n this case" the compan# !ou,d receive differentia,pa#off of 1+ discounted at 1 #ear ./B(
Pa#off --00*%003D12123-1-00*D121233 00110* 000F$48*F
Net pa#off to be received b# the compan# 000F$48*FD100"000"000F$4"8*F
Scenario(/):/n case if ./B( oes do!n" 1 #ear ./B( reduces from + to 8+ pa
Assumption is that 1 #ear ./B( stands at 8+ pa /n this case" the compan# !ou,d pa# differentia, pa#offof 1+ discounted at 1 #ear ./B(
Pa#off --008%003D12123-1-008D121233 %001108 %000F82$?0
Net pa#off to be paid b# the compan# 000F82$?0D100"000"000F82"$?0
=sin data%tab,e function in e'ce," !e have p,otted a raph bet!een tota, pa#off -
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&or Eas# Mone# radin Compan# fo,,o!in Strateies cou,d be ,i6e,# course of action to earn arbitraefrom the iven 9uotes b# the Nationa, rust
Strate3 1
Strate# 1 SE.. S@AP &i'ed 4?+
B=H Co,,ar $ &i'ed 8+
Not iona, Principa, 10"00"000 -
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Strate# $ /nvest reasur# 2#rs (eceived fi'ed % 41 +
SE.. &(A -24'$3 &i'ed +
B=H Co,,ar 4 &i'ed +
Notiona, Principa, 10"00"000 -
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Strate# 4 /nvest reasur# $#rs (eceived fi'ed % 48 +
B=H Co,,ar 4 &i'ed +
Notiona, Principa, 10"00"000 -