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Chapters
2: Sales Tax and Value Added Tax
3: Banking
4: Shares and Dividends
5: Linear Inequations
6: Quadratic Equations
7: Problems Based On Quadratic Equations
8: Reflection
9: Ratio and Proportion
10: Remainder And Factor Theorems
▶ 11: Matrices
12: Distance and Section Formulae
13: Equation of A Straight Line
14: Symmetry
15: Similarity
16: Loci
17: Circles
18: Constructions
19: Mensuration I
20: Mensuration II
21: Trigonometric Identities
22: Heights and Distances
23: Graphical Representations
24: Measures Of Central Tendency
25: Probability
![Frank solutions for Mathematics - Part 2 [English] Class 10 ICSE chapter 11 - Matrices - Shaalaa.com](/images/mathematics-part-2-english-class-10-icse_6:8e44615e9b1f4106bcc105730558f05b.jpg "Frank solutions for Mathematics - Part 2 [English] Class 10 ICSE chapter 11 - Matrices")
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Solutions for Chapter 11: Matrices
Below listed, you can find solutions for Chapter 11 of CISCE Frank for Mathematics - Part 2 [English] Class 10 ICSE.
Frank solutions for Mathematics - Part 2 [English] Class 10 ICSE 11 Matrices Exercise 11.1
Classify the following rnatrix :
`|(2,1),(0 , 6),(8 , 7) |`
Classify the following matrix :
`[(7, 0)]`
Classify the following matrix :
`|(800),(521)|`
Classify the following matrix :
`|(1 , 1),(0,9)|`
Classify the following matrix :
`|(11 , 3 , 0),(21 , 8 , 4),(15,5,2)|`
Find the values of a and b) if [2a + 3b a - b] = [19 2].
Find the values of x and y, if `|(3"x" - "y"),(5)| = |(7) , ("x + y")|`
Find the values of a, b, c and d, if `|("a + 3b", 3"c" + "d"),(2"a" - "b" , "c" - 2"d")| = |(5 , 8),(3 , 5)|`
If A = `|(1215),(1117)|` and B = `|(2,7),(4,9)|` , find : A + B
If A = `|(1215),(1117)|` and B = `|(2,7),(4,9)|` find : 2A + 3B
If A = `|(1215),(1117)|` and B = `|(2,7),(4,9)|` find A - 2B
If A = [4 7] and B = [3 1] , find: A+2B
If A = [4 7] and B = [3 l], find: A - B
If A = [4 7] and B = [3 l], find : 2A - 3B
If P = `|(2 , 9),(5 , 7)|` and Q = `|(7 , 3),(4 , 1)|` , find 2P + 3Q
If P =`|(2,9),(5,7)|` and Q = `|(7,3),(4,1)|` find 2Q - P
If P = `|(2,9),(5 , 7)|` and Q = `|(7 , 3),(4 , 1)|` find 3P - 2Q
If A = `|(17 , 5 , 19),(11 , 8 , 13)|` and B =`|(9,3,7),(1,6,5)|` , find 2A - 3B
If M = `|(8,3),(9,7),(4,3)|` and N = `|(4,7),(5,3),(10 , 1)|` find M+N
If M =`|(8,3),(9,7),(4,3)|` and N = `|(4,7),(5,3),(10,1)|` find M - N
If A =`|(1, 9 , 4),(5 , 0 , 3)|` , find negative A
If A = `|(1,9,4),(5 , 0 , 3)|` find A'
If P = (8 , 5),(7 , 2) , find Pt
If P= (8,5),(7,2) find : P + Pt
If P = `|(8,5),(7,2)|` find P - Pt
If B = `|(15 , 13),(11,12),(10,17)|` , find the transpose of matrix Band If possible find the sum of the two matrices. If not possible state the reason.
If A = `|(5,"r"),("p",7)|` , c and if A + B = (9,7),(5,8) , find the values of p,q,r and s.
If A = `|("p","q"),(8,5)|` , B = `|(3"p",5"q"),(2"q" , 7)|` and if A + B = `|(12,6),(2"r" , 3"s")|` , find the values of p,q,r and s.
If `|(2"a" + "b" , "c"),("d" , 3"a" - "b")|` = `|(4 , 3"a"),(7 , 6)|` , find the values of a , b , c and d.
If `|(3"a" + 2"b" , 2"a" - "b"),(4"p" - 3"q" , 2"p" + "q")|` = `|(12 , 1),(16 , 8)|` , find the values of a , b , p and q.
If A = `|(15,7),(13,8)|` and B = `|(16 , 12),(27,11)|` , find matrix X such that A + X
If A = `|(15,7),(13,8)|` and B = `|(16,12),(27,11)|`, find matrix X such that 2A - X = B.
If P = `|(14 , 17),(13,1)|` and Q = `|(2 , 1),(3 , -3)|` , find matrix M such that P - M = 3Q
Frank solutions for Mathematics - Part 2 [English] Class 10 ICSE 11 Matrices Exercise 11.2
Evaluate the following :
`|(-2 , 3),(-1 , 4)| |(6 , 4),(3 ,- 1)|`
Evaluate the following:
`|(3 , 2)| |(-1) , (3)|`
Evaluate the following :
`|(2 , -5),(0 , -3)| |(1 , -1),(3 , 2)|`
Evaluate the following :
`|(1 , 1),(2 , 3)| |(2 , 1),(1 , 4)|`
Evaluate the following :
`|(2 , 3),(-4 , 0)| |(3 , -2),(-1 , 4)|`
Evaluate the following :
`|(2,1) ,(3,2),(1 , 1)| |(1 , -2 , 1),(2 , 1 , 3)|`
Evaluate the following :
`|(0 , 1),(-1 , 2),(-2 , 0)| |(0 , -4 , 0),(3 , 0 , -1)|`
Evaluate the following :
`|(6 , 1),(3 , 1),(2 , 4)| |(1 , -2 , 1),(2 , 1 , 3)|`
Evaluate the following :
`|(0 , 1 , 0),(2 , 0 , -3),(1 , 0 , -2)| |(1 , -2),(3 , 4),(0 , 0)|`
If A = `|(1,3),(3,2)|` and B = `|(-2,3),(-4,1)|` find AB
If A = `|(1,3),(3,2)|` and B = `|(-2 , 3),(-4 , 1)|` find BA
Let A be a 2 x 2 matrix and let I be an identity matrix of the order 2 x 2. Prove that AI = IA = A.
If P = `|(1 , 2),(2 , 1)|` and Q = `|(2 , 1),(1 , 2)|` find P (QP).
If P =`|(1 , 2),(3 , 4)|` , Q = `|(5 , 1),(7 , 4)|` and R = `|(2 , 1),(4 , 2)|` find the value of P(Q + R)
If P =`|(1 , 2),(3 , 4)|` , Q = `|(5 , 1),(7 , 4)|` and R = `|(2 , 1),(4 , 2)|` find the value of (R + Q)P
If X = `|(1 , -2),(1 , 3)|` , Y = `|(-3 , 0),(4 , 1)|` and Z = `|(5 , -1),(3 , 2)|` , prove that X (Y + Z) = XY + XZ
If A = `|(3,-2),(-1 , 4)|` , B = `|(2"a"),(1)|` , C = `|(-4),(5)|` , D = `|(2),("b")|` and AB + 2C = 4D then find the values of a and b.
Let A = `|(3 , 2),(0 ,5)|` and B = `|(1 ,0),(1 ,2)|` , find (i) (A + B)(A - B) (ii) A2 - B2 . Is (i) equal to (ii) ?
Find X and Y , if `|(1,2),(2 , -3)| |(x),(y)| = |(-1) , (12)|`
Solutions for 11: Matrices
Frank solutions for Mathematics - Part 2 [English] Class 10 ICSE chapter 11 - Matrices
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Concepts covered in Mathematics - Part 2 [English] Class 10 ICSE chapter 11 Matrices are Concept of Matrices, Types of Matrices, Equality of Matrices, Compatibility of Matrices, Transpose of a Matrix, Operations on Matrices> Addition of Matrices, Operations on Matrices> Matrix Multiplication, Operations on Matrices>Scalar Multiplication.
Using Frank Mathematics - Part 2 [English] Class 10 ICSE solutions Matrices exercise by students is an easy way to prepare for the exams, as they involve solutions arranged chapter-wise and also page-wise. The questions involved in Frank Solutions are essential questions that can be asked in the final exam. Maximum CISCE Mathematics - Part 2 [English] Class 10 ICSE students prefer Frank Textbook Solutions to score more in exams.
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