portfolio VaR

Sheet1

Yellow: Inputs/assumptions
Blue: Matrix math
Green: Key Var calcs (marginal VaR, Inc'l VaR, Component VaR)
Portfolio inputs:
CAD
EUR
Confidence
95%
Position
$200 
$100 
Critical z
1.645
Volatility
5.0%
12.0%
Tot Portfolio
$300 
Matrix math:
Correlation
0.00
Positions (x')
Var-Covar Matrix (sigma)
Positions (x)
Var-Covar
 0.0025 
 - 0 
$200 
$100 
0.0025
0.00
$200 
Matrix:
 - 0 
 0.0144 
0.00
0.0144
$100 
Portfolio
Variance
244.00
Positions (x')
(sigma)(x)
x'(sigma)x
Volatility
$15.62
$200 
$100 
0.5
$244 
VaR
$25.69
1.44
Individual Positions
CAD
EUR
Positions
$200 
$100 
Volatility
5.0%
12.0%
(sigma)(x)
$0.50
$1.44
These two bypass the Var-Covar matrix:
Individual VaR
$16.45
$19.74
LO 9.3 Uncorrelated VaR
$25.69
Beta
0.615
1.770
LO 9.3 Diversified VaR
$36.19
Marginal VaR
0.053
0.152
Incremental Position
CAD
EUR
+/- Position
 0.0100 
 - 0 
(x Marg'l VaR)
 0.0005 
 - 0 
Incremetal VaR
 0.0005 
 - 0 
Component VaR
$10.53
$15.16
Percent Contrib.
41%
59%

Sheet2

Sheet3