square matrix A such that A5 = 0 (I) I+ A is invertible (II) I-A is invertible ment O
square matrix A such that A5 = 0 (I) I+ A is invertible (II) I-A is invertible ment O
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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Plz explain the difference between the two questions and solve them correctly focus on the english part only need step wise step answer

Transcribed Image Text:1203. The following two statements are given for a
square matrix A such that A5 = 0
(I) I + A is invertible
(II) I-A is invertible
Of these statements
(a) (I) is correct but not (II)
(b) (II) is correct but not (I)
(c) both (I) and (II) are correct
(d) none of (I) and (II) is correct
IP PCS (Pre) 2007

Transcribed Image Text:then.
1171. If 3x3
• matrix A is such that A = 0, then
consider the following two statements:
यदि कोई 3x3 वर्ग आव्यूह A इस प्रकार हो कि A
0, तो निम्न प्रकथनों पर विचार कीजिये।
I: Ib+A is invertible/ I3+A व्युत्क्रमणीय है।
II: I3-A is invertible/I3-A व्युत्क्रमणीय है।
of these statements: /इन प्रकथनों में:
(a) I is correct but II is not correct
I सत्य है लेकिन II असत्य है
(b) I is not correct But II is correct
I असत्य है लेकिन II सत्य है
(c) Both I and II are correct
दोनों I तथा II सत्य है
(d) Both I and II are incorrect
दोनों I तथा II असत्य है
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