Matrices Exe- 9C Concise Class-10 ICSE Maths Selina Solution Ch-9

Matrices Exe- 9C Concise Class-10 ICSE Maths Selina Solution Ch-9. In this article you would learn Multiplication among Matrices. We Provide Step by Step Solutions / Answer of questions for Selina Concise Maths. Visit official Website CISCE for detail information about ICSE Board Class-10 Mathematics.

Matrices Exe- 9C Concise Class-10 ICSE Maths Selina Solution Ch-9

Matrices Exe- 9C Concise Class-10 ICSE Maths Selina Solution Ch-9

Board ICSE
Publications Selina
Subject Maths
Class 10th
Chapter-9 Matrices
Writer R.K. Bansal
Exe-9C Multiplication among Matrices
Edition 2025-2026

Multiplication among Matrices

Matrices Exe- 9C Concise Class-10 ICSE Maths Selina Solution Ch-9.

Que-1: Evaluate: if possible: ………

Ans:
Answer 1 9(c)

Que-2: If  ………………and I is a unit matrix of order 2  2, find:

(i) AB (ii) BA (iii) AI

(iv) IB (v) A2 (vi) B2A

Ans:
Ans 2 9(c)
Ans 2

Que-3: If   …………

Ans:
Ans 3 9(c) concise

Que-4: Find x and y, if:  ………

Ans:
Ans 4 9(c)

Que-5: If  …………., find:

(i) (AB)C (ii) A(BC)

Is A(BC) = (AB)C?

Ans:
Answer 5

Que-6: Given  ,…………. find; if possible:

(i) AB (ii) BA (iii)A2

Ans:
Que-6: Given  ,…………. find; if possible: (i) AB (ii) BA (iii)A2

Que-7: If………..find …..

Ans:
Ans 7

Que-8: If M = ………….. and I is a unit matrix of the same order as that of M; show that:

M2 = 2M + 3I

Ans:
Ans 8

Que-9: If ………… and BA= M2, find the values of A and B.

Ans:
Ans 9

Que-10: Given ………………., find:

(i) A – B (ii) A2

(iii) AB (iv) A2 – AB + 2B

Ans: 
Ans 10

Que-11: If ……………….; find:

(i) (A + B)2 (ii) A2 + B2

(iii) Is (A + B)2 = A2 + B2?

Ans:
Ans 11

Que-12: Find the matrix A…………, if B = and B2 = B + ………A.

Ans:
Ans 12 exe 9(c)

Que-13: If A =  ………….and A2 = I; find a and b.

Ans:
Ans 13

Que-14: If ………….; then show that:

(i) A (B + C) = AB + AC

(ii) (B – A)C = BC – AC.

Ans:
Ans 14

Que-15: If…………… , simplify: A2 + BC.

Ans:
Ans 15

Que-16: Solve for x and y:  ………

Ans:
Ans 16 9(c) concise

Que-17: In each case given below, find :

(a) the order of matrix M.
(b) the matrix M.
(i)………..
(ii)………..

Ans:
Concise Solutions Matrices Exe-9 C Ans 17a
Concise Solution Exe-9C Ans 17b

Que-18: If A= ……….and B=…..Find the value of X given That ……….

Ans:
Concise Maths Solutions Exe-9C Ans 18

Que-19: If A=….., B=……. and C=……..Find AB-5C

Ans:
Concise Maths Solutions Exe-9C Ans 19

Que-20: If A and B are any two 2 x 2 matrices such that AB = BA = B and B is not a zero matrix, What can you say about the matrix A?

Ans: AB = BA = B
But it is possible, when A = 0 or B = 0
But B is not a zero matrix (given)
A is a zero matrix or A is an identity matrix

Que-21: Given A=………, B=…….. and That AB=A+B, Find the value of a,b and c.

Ans:

Concise Maths Solutions Exe-9C Ans-21

Que-22: If p=…..and Q=…. , then compute:  ……..true for matrix algebra?

Ans:
Ans 22 Exe-3C Concise Maths Solutions
Ans 22 Exercise 9 C part B Concise Maths Solutions

Que-23: Given the Matrices A=………B=…. and C=……..  find (i)ABC (ii)ACB state whether ABC=ACB

Ans:

Concise Maths Exe-9C Ans 23 (I)

Concise Maths Exe-9C Ans 23 ii

Que-24: If A=…,B=….and C=……… find each of following if they are equal (I) CA+B  (ii) A+CB

Ans: 
Concise Maths Exercise-9C Answer 24
From (i) and (II) we can say say that CA+B not equal A+CB

Que-25: If A= ….. and B=……Find the matrix of x such that AX=B

Ans:

Concise Maths Exercise 9C Ans 25

Que-26: If A=…..Find (A-2I)(A-3I)
Ans:

Ans 26 Exercise 3C Concise Maths

Que-27: If A=…. Find:…..Transpose of Matrix A

Ans:
Ans 27 Exercise -3C Concise Maths

Que-28: If M=…..Show That…..Unit Matix

Ans:

Que-29: If p=…..and Q=…… find x and y such that PQ=nul matrix.
Ans:
answer 29 Exercise 9C Concise ICSE Maths
Que-30: Evaluate…………….

Ans:
Answer 30 Exercise 9C Concise ICSE Maths

Que-31: State, with reason, whether the following are true or false. A, B and C are matrices of order 2 x 2.

(i) A + B = B + A
(ii) A – B = B – A
(iii) (B . C). A = B . (C . A) ……………
(vii) A² – B² = (A + B) (A – B)
(viii) (A – B)² = A² – 2 A . B + B²

Ans:
(i) True : Because addition of matrices is commutative.
(ii) False : Subtraction of matrices is not commutative.
(iii) True : Multiplication of matrices is associative.
(iv) True: Multiplication of matrices is distributive over addition.
(v) True : As given above in (iv)
(vi) True : As given above in (iv)
(vii) False : Laws of algebra for factorization and expansion are not applicable to matrices.
(viii) False, As given above in

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