29. Let U =
a |
b |
c |
0 |
d |
e |
0 |
0 |
f |
Also, let L =
1 |
0 |
0 |
p |
1 |
0 |
q |
r |
1 |
Then LU =
a+bp+cq |
b+cr |
c |
dp+eq |
d+er |
e |
fq |
fr |
f |
Now, since A = LU, we have c = 3, e = -7, f = -3,
fr = 8 so that r = 8/f = -8/3, b+cr = 5 or, b+3*(-8/3)= 5 or, b-8 = 5 so that b =5+8 = 13, d+er = -14 or, d +(-7)*(-8/3) = -14 or, d+56/3 = -14 so that d = -13-56/3 = -98/3,
fq = -8 or, -3q = -8 so that q = 8/3, dp+aq = 12 or, (-98/3)p+(-7)*(8/3) = 12 or,-98p/3 -56/3 = 12 or, -(98p+56)/3 = 12 or, 98p+56 = -36 or, 98p = -36-56 = 92 so that p = -92/98 = -46/49 and a+bp+cq = -4 or, a +13*(-46/49)+3*(8/3) = -4 or, a-598/49 +8 = -4 so that a = -4-8 +598/49 = 10/49.
Thus, U =
10/49 |
13 |
3 |
0 |
-98/3 |
-7 |
0 |
0 |
-3 |
and L =
1 |
0 |
0 |
-46/49 |
1 |
0 |
8/3 |
-8/3 |
1 |
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