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IIT JAM Question
If a matrix A is such that 3 A3 + 2 A2 + 5 A + I = 0, then A-1 is equal to
  • a)
    - (3 A2 + 2 A + 5I)
  • b)
    3 A2 + 2 A + 5I
  • c)
    - 3 A2 - 2 A - 5
  • d)
    none of these
Correct answer is option 'C'. Can you explain this answer?

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  • Test: Matrices & Determinants - 1
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Learning Maths
Dec 31, 2021
Option A is correct

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Dronacharya Institute
Aug 28, 2021
3A3 + 2A2 + 5A + I = 0
3A3 + 2A2 + 5A + AA−1 = 0
A−1 = −3A2 − 2A − 5

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Swati Maikap replied Jan 21, 2022

For matrix, u cannot write 5 only. u have to write 5 I where I is the identity matrix

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Answer this doubt
3A3+ 2A2+ 5A + I = 03A3+ 2A2+ 5A + AA−1= 0A−1= −3A2− 2A − 5

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  • Answer is option 'B'
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  • Answer is option B
  • Doc | 1 Page

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3A3+ 2A2+ 5A + I = 03A3+ 2A2+ 5A + AA−1= 0A−1= −3A2− 2A − 5

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