Suppose A E C such that A(2 + i, 3 – i) = (5 – i,7 – 5i). Then (1) A = (1 – i) (2) A = (2 – i) (3) Does not exist A (4) None of the given answers is true OA. Option (1) is true OB. Option (2) is true OC. None of the given answers is true OD. Option (3) is true 1. For a, be R, let S be a subset of R2 defined as S = {(z, y) € R³ : z + 2y – az²y? = b}. Then S is a subspace of R² if OA.a-b-1 OB. a- 1,6 -0 OC. a-0, 6-1 OD. None of the given answers is true 2.
Suppose A E C such that A(2 + i, 3 – i) = (5 – i,7 – 5i). Then (1) A = (1 – i) (2) A = (2 – i) (3) Does not exist A (4) None of the given answers is true OA. Option (1) is true OB. Option (2) is true OC. None of the given answers is true OD. Option (3) is true 1. For a, be R, let S be a subset of R2 defined as S = {(z, y) € R³ : z + 2y – az²y? = b}. Then S is a subspace of R² if OA.a-b-1 OB. a- 1,6 -0 OC. a-0, 6-1 OD. None of the given answers is true 2.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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please answer both 1 and 2
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Suppose A E C such that A(2+ i, 3 – i) = (5 – i,7 – 5i). Then
(1) A = (1 – i)
(2) A = (2 – i)
(3) Does not exist A
(4) None of the given answers is true
A. Option (1) is true
OB. Option (2) is true
OC. None of the given answers is true
OD. Option (3) is true
1.
For a, b e R, let Sbe a subset of R2 defined as S = {(x, y) E R³ : x+2y – ax?y? = b} .
Then S is a subspace of R? if
OA. a-b-1
OB. a - 1, 6-0
OC. a = 0, b = 1
OD. None of the given answers is true
2.
all
04:00 PM
2021-10-25
Page: 1 of 1 Words: 2
O A E 2 = 96% O
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