7. 32 4 d. 9. -1 a. 9. 3 -5) 7. -4 9 3 e. 9 9 -1 6. C. b.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
Number 7 please
Transcribed Image Text:Pemyat
1).
a.
1 2
1).
dan B =
5 3
b.
2 4
1)C
6. Matriks X yang memenuhi persamaan
10. Jika matriks A =
C.
d.
2) c
3 1-5 3
4 7
adalah
0 13
4X-
4)
e.
matriks (AT - B)? =....
0 0
d.
-3 1
15. Nilai a
8.
4
2
d.
0 1
1
a.
4 20
a.
1 -1
0.
-2
adalah
-3
-3 -1
e.
5.
3
b.
a.
b.
e.
13
4
-1
b.
C.
3 1
C. 4
(2 1
(2 3
5)
= (3)
C.
11. Nilai x yang memenuhi (x
B. Kerja
adalah
...
7.
=...
atau 3
1. Diket
d.
a.
atau 3
-5
d.
e.
atau -3
a.
a.
9 -3
9.
-1
b.
atau 2
b.
7 4
-5
atau -3
c.
C.
b.
e.
9 -3
-2 4
2. Dike
1
C.
7 -1
12. Diketahui matriks A =
dan B =
Matriks (2A? -BT) adalah....
dan
12
-4
8. Diketahui matriksA
dan
%3D
-5
22 -11
26
-11
a.
-5 17
d.
-5 17
8.
B =
D. De
-1
1 -10. Jika 5C = A + B maka C3
(22 -5
b.
-5 17
26 -5
-3 17
e.
54 -11
14 -1
d.
pen
26 -11
a.
22 -23
2 7
me
C.
-3 17
sis
(-54 -11)
b.
14 -1
e.
-22 -23
-7
13. Jika matriks P=
-1 0
(3 5
Inv
(20
-5
dan Q =
maka
su
4 6
C.
10 -15
p2 - PQT =
de
1.
9. Diketahui A =
dan B =
Jika X = AB
a.
4 4
d.
-5
-5
2 2
maka X =
7
-5
-4
b.
19
24
e.
a.
d.
16
26
4 4
C.
5 7
29
19
b.
16
e.
26
14. Diketahui matriks A =
29
2 0
5 6
C.
26
dan B =
0 2
serta pemyataan-pernyàtaan berikut.
7 8
1) A? = 2A
2) AB = BA
AB = 2B
4) BAB = 282
Matriks
-I2112112
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