SlideShare a Scribd company logo
PAKTURK Success is a ladder you cannot climb with your hands in your pockets 1
For more news and updates visit pakturkmaths.com
CLASS
XI
For any question mail us at info@pakturkmaths.com
Composed by Engin Baştürk FEDERAL BOARD
TYPE Objective Matrices and Determinants No 4
Q1: Determinant of A is possible only when A is
………….
A) Symmetric Matrix B) Rectangular Matrix
C) Square matrix D) None of these
Q2: A is a square matrix, then t
A is equal to ………..
A) t
A B) A C) t
A D) A
Q3: The value of
cos 0 sin
1 1 0
sin 0 cos
   
 
is equal to ….
A) 0 B) 1 C) -1 D) 
Q4: A is a non-singular matrix then  1 t
A
is equal to
….
A) 1
A
B)  
1t
A

C) t
A D) None
Q5: The matrix
0 1 2 4
0 0 1 3
0 0 0 4
0 0 0 0
 
 
 
 
 
 
is ……………..
A) In reduced form B) In echelon form
C) In rank form D) In Identity form
Q6: The number of non-zero rows in the Echelon form
is called …………… of the matrix
A) Transpose B) Determinant
C) Rank D) Adjoint
Q7: The rank of
1 4 2
0 1 3
0 0 0
 
 
 
  
is equal to …….
A)1 B) 2 C) 3 D) 0
Q8: For what value of  the matrix
2 6 5
4 4 6
0 1
A

 
   
  
is
a singular matrix
A) 0 B) 1 C) -2 D) -1
Q9: The order of A is 4 4 then what will be the order
of 1
A
A) 5 5 B) 6 6 C) 4 4 D) None
Q10: If any two rows or columns of a square matrix A
interchanged then determinant will be equal to …………
A) A B) A C)
2
A D) A
PAKTURK Success is a ladder you cannot climb with your hands in your pockets 2
Q11: The product of  
a
c d
b
 
 
 
is equal to …..
A)  ab cd B)
ac ad
bc bd
 
 
 
C)  ac bd D) None of these
Q12: The solution set  0,0,0 is called ……….. for
homogeneous system of linear equations
A) Non-trivial B) Trivial
C) Unique D) Infinite
Q13: If a system , 0AX B B  is called ……. If it has
unique or infinite many solutions
A) Trivial B) Non-trivial
C) Consistent D) Inconsistent
Q14: The system of linear equations is said to be ….. if
it has no solution
A) Trivial B) Non-trivial
C) Consistent D) Inconsistent
Q15: Those equations whose solution is common are
called …………..
A) Quadratic Equations B) Linear Equations
C) Simultaneous Equations D) Homogeneous Equations
Q16: A system 0AX  has non-trivial solution if
…………
A) 0A  B) 0A 
C) A A D) A A 
Q17: C and D are two non singular matrices then
 
11 1
C D
 
is equal to …………
A) 1 1
D C 
B) CD C) DC D) 1 1
C D 
Q18: The ratio of the adjoint and determinant of non
singular matrix is ……………. of the matrix
A) Inverse B) Transpose
C) Co-factor D) None of these
Q19: Cramer’s Rules is applicable on AX B if ….
A) 0A  B) 0A  C) 0A  D) 0A 
Q20: The value of
1
1
1
y z x
z x y
x y z



is equal to ……
A) 1 B) 0 C) x y z  D) xyz
Answer Key
1 2 3 4 5 6 7 8 9 10
11 12 13 14 15 16 17 18 19 20

More Related Content

What's hot

Beginning direct3d gameprogrammingmath05_matrices_20160515_jintaeks
Beginning direct3d gameprogrammingmath05_matrices_20160515_jintaeksBeginning direct3d gameprogrammingmath05_matrices_20160515_jintaeks
Beginning direct3d gameprogrammingmath05_matrices_20160515_jintaeksJinTaek Seo
 
Hssc i objective ch 2 no 4
Hssc i objective ch 2 no 4Hssc i objective ch 2 no 4
Hssc i objective ch 2 no 4Engin Basturk
 
Matrices and their applications
Matrices and their applicationsMatrices and their applications
Matrices and their applicationsZarghaam Abbas
 

What's hot (7)

Math quiz
Math quizMath quiz
Math quiz
 
Unit i
Unit iUnit i
Unit i
 
ppt of VCLA
ppt of VCLAppt of VCLA
ppt of VCLA
 
Beginning direct3d gameprogrammingmath05_matrices_20160515_jintaeks
Beginning direct3d gameprogrammingmath05_matrices_20160515_jintaeksBeginning direct3d gameprogrammingmath05_matrices_20160515_jintaeks
Beginning direct3d gameprogrammingmath05_matrices_20160515_jintaeks
 
Hssc i objective ch 2 no 4
Hssc i objective ch 2 no 4Hssc i objective ch 2 no 4
Hssc i objective ch 2 no 4
 
Fuzzy(2)
Fuzzy(2)Fuzzy(2)
Fuzzy(2)
 
Matrices and their applications
Matrices and their applicationsMatrices and their applications
Matrices and their applications
 

Similar to Hssc i objective ch 3 no 4

Hssc i objective ch 2 no 6
Hssc i objective ch 2 no 6Hssc i objective ch 2 no 6
Hssc i objective ch 2 no 6Engin Basturk
 
Hssc i objective past papers 2014
Hssc i objective past papers 2014Hssc i objective past papers 2014
Hssc i objective past papers 2014Engin Basturk
 
Hssc i objective past papers 2013-2
Hssc i objective past papers 2013-2Hssc i objective past papers 2013-2
Hssc i objective past papers 2013-2Engin Basturk
 
Hssc i objective ch 4 no 2
Hssc i objective ch 4 no 2Hssc i objective ch 4 no 2
Hssc i objective ch 4 no 2Engin Basturk
 
Hssc i objective past papers 2011
Hssc i objective past papers 2011Hssc i objective past papers 2011
Hssc i objective past papers 2011Engin Basturk
 
Hssc i objective ch 3 no 7
Hssc i objective ch 3 no 7Hssc i objective ch 3 no 7
Hssc i objective ch 3 no 7Engin Basturk
 
Mcqs -Matrices and determinants
Mcqs -Matrices and determinantsMcqs -Matrices and determinants
Mcqs -Matrices and determinantss9182647608y
 
Hssc i objective ch 6 no 3
Hssc i objective ch 6 no 3Hssc i objective ch 6 no 3
Hssc i objective ch 6 no 3Engin Basturk
 
Hssc i objective ch 6 no 2
Hssc i objective ch 6 no 2Hssc i objective ch 6 no 2
Hssc i objective ch 6 no 2Engin Basturk
 
Hssc i objective ch 2 no 2
Hssc i objective ch 2 no 2Hssc i objective ch 2 no 2
Hssc i objective ch 2 no 2Engin Basturk
 
Hssc i objective past papers 2012
Hssc i objective past papers 2012Hssc i objective past papers 2012
Hssc i objective past papers 2012Engin Basturk
 
Hssc i objective ch 2 no 5
Hssc i objective ch 2 no 5Hssc i objective ch 2 no 5
Hssc i objective ch 2 no 5Engin Basturk
 
Hssc i objective ch 1 no 4
Hssc i objective ch 1 no 4Hssc i objective ch 1 no 4
Hssc i objective ch 1 no 4Engin Basturk
 
Hssc i objective ch 8 no 1
Hssc i objective ch 8 no 1Hssc i objective ch 8 no 1
Hssc i objective ch 8 no 1Engin Basturk
 
ObjectiveQuestionsonEngineeringMathematicsForGATE2022.pdf
ObjectiveQuestionsonEngineeringMathematicsForGATE2022.pdfObjectiveQuestionsonEngineeringMathematicsForGATE2022.pdf
ObjectiveQuestionsonEngineeringMathematicsForGATE2022.pdfMohammedArish6
 
Hssc i objective ch 7 no 1
Hssc i objective ch 7 no 1Hssc i objective ch 7 no 1
Hssc i objective ch 7 no 1Engin Basturk
 
Hssc i objective ch 2 no 1
Hssc i objective ch 2 no 1Hssc i objective ch 2 no 1
Hssc i objective ch 2 no 1Engin Basturk
 
Hssc i objective ch 6 no 1
Hssc i objective ch 6 no 1Hssc i objective ch 6 no 1
Hssc i objective ch 6 no 1Engin Basturk
 

Similar to Hssc i objective ch 3 no 4 (20)

Hssc i objective ch 2 no 6
Hssc i objective ch 2 no 6Hssc i objective ch 2 no 6
Hssc i objective ch 2 no 6
 
Hssc i objective past papers 2014
Hssc i objective past papers 2014Hssc i objective past papers 2014
Hssc i objective past papers 2014
 
Hssc i objective past papers 2013-2
Hssc i objective past papers 2013-2Hssc i objective past papers 2013-2
Hssc i objective past papers 2013-2
 
Hssc i objective ch 4 no 2
Hssc i objective ch 4 no 2Hssc i objective ch 4 no 2
Hssc i objective ch 4 no 2
 
Hssc i objective past papers 2011
Hssc i objective past papers 2011Hssc i objective past papers 2011
Hssc i objective past papers 2011
 
Hssc i objective ch 3 no 7
Hssc i objective ch 3 no 7Hssc i objective ch 3 no 7
Hssc i objective ch 3 no 7
 
Mcqs -Matrices and determinants
Mcqs -Matrices and determinantsMcqs -Matrices and determinants
Mcqs -Matrices and determinants
 
Hssc i objective ch 6 no 3
Hssc i objective ch 6 no 3Hssc i objective ch 6 no 3
Hssc i objective ch 6 no 3
 
Hssc i objective ch 6 no 2
Hssc i objective ch 6 no 2Hssc i objective ch 6 no 2
Hssc i objective ch 6 no 2
 
Hssc i objective ch 2 no 2
Hssc i objective ch 2 no 2Hssc i objective ch 2 no 2
Hssc i objective ch 2 no 2
 
Hssc i objective past papers 2012
Hssc i objective past papers 2012Hssc i objective past papers 2012
Hssc i objective past papers 2012
 
Hssc i objective ch 2 no 5
Hssc i objective ch 2 no 5Hssc i objective ch 2 no 5
Hssc i objective ch 2 no 5
 
Hssc i objective ch 1 no 4
Hssc i objective ch 1 no 4Hssc i objective ch 1 no 4
Hssc i objective ch 1 no 4
 
Hssc i objective ch 8 no 1
Hssc i objective ch 8 no 1Hssc i objective ch 8 no 1
Hssc i objective ch 8 no 1
 
ObjectiveQuestionsonEngineeringMathematicsForGATE2022.pdf
ObjectiveQuestionsonEngineeringMathematicsForGATE2022.pdfObjectiveQuestionsonEngineeringMathematicsForGATE2022.pdf
ObjectiveQuestionsonEngineeringMathematicsForGATE2022.pdf
 
Matrices
MatricesMatrices
Matrices
 
Hssc i objective ch 7 no 1
Hssc i objective ch 7 no 1Hssc i objective ch 7 no 1
Hssc i objective ch 7 no 1
 
Data structure part 2
Data structure part  2Data structure part  2
Data structure part 2
 
Hssc i objective ch 2 no 1
Hssc i objective ch 2 no 1Hssc i objective ch 2 no 1
Hssc i objective ch 2 no 1
 
Hssc i objective ch 6 no 1
Hssc i objective ch 6 no 1Hssc i objective ch 6 no 1
Hssc i objective ch 6 no 1
 

More from Engin Basturk

Hssc i objective workbook
Hssc i objective workbookHssc i objective workbook
Hssc i objective workbookEngin Basturk
 
Hssc i objective past papers 2012-2
Hssc i objective past papers 2012-2Hssc i objective past papers 2012-2
Hssc i objective past papers 2012-2Engin Basturk
 
Hssc i objective ch 14 no 1
Hssc i objective ch 14 no 1Hssc i objective ch 14 no 1
Hssc i objective ch 14 no 1Engin Basturk
 
Hssc i objective ch 13 no 2
Hssc i objective ch 13 no 2Hssc i objective ch 13 no 2
Hssc i objective ch 13 no 2Engin Basturk
 
Hssc i objective ch 13 no 1
Hssc i objective ch 13 no 1Hssc i objective ch 13 no 1
Hssc i objective ch 13 no 1Engin Basturk
 
Hssc i objective ch 12 no 4
Hssc i objective ch 12 no 4Hssc i objective ch 12 no 4
Hssc i objective ch 12 no 4Engin Basturk
 
Hssc i objective ch 12 no 3
Hssc i objective ch 12 no 3Hssc i objective ch 12 no 3
Hssc i objective ch 12 no 3Engin Basturk
 
Hssc i objective ch 12 no 2
Hssc i objective ch 12 no 2Hssc i objective ch 12 no 2
Hssc i objective ch 12 no 2Engin Basturk
 
Hssc i objective ch 12 no 1
Hssc i objective ch 12 no 1Hssc i objective ch 12 no 1
Hssc i objective ch 12 no 1Engin Basturk
 
Hssc i objective ch 11 no 2
Hssc i objective ch 11 no 2Hssc i objective ch 11 no 2
Hssc i objective ch 11 no 2Engin Basturk
 
Hssc i objective ch 11 no 1
Hssc i objective ch 11 no 1Hssc i objective ch 11 no 1
Hssc i objective ch 11 no 1Engin Basturk
 
Hssc i objective ch 10 no 6
Hssc i objective ch 10 no 6Hssc i objective ch 10 no 6
Hssc i objective ch 10 no 6Engin Basturk
 
Hssc i objective ch 10 no 5
Hssc i objective ch 10 no 5Hssc i objective ch 10 no 5
Hssc i objective ch 10 no 5Engin Basturk
 
Hssc i objective ch 10 no 4
Hssc i objective ch 10 no 4Hssc i objective ch 10 no 4
Hssc i objective ch 10 no 4Engin Basturk
 
Hssc i objective ch 10 no 3
Hssc i objective ch 10 no 3Hssc i objective ch 10 no 3
Hssc i objective ch 10 no 3Engin Basturk
 
Hssc i objective ch 10 no 2
Hssc i objective ch 10 no 2Hssc i objective ch 10 no 2
Hssc i objective ch 10 no 2Engin Basturk
 
Hssc i objective ch 9 no 7
Hssc i objective ch 9 no 7Hssc i objective ch 9 no 7
Hssc i objective ch 9 no 7Engin Basturk
 
Hssc i objective ch 10 no 1
Hssc i objective ch 10 no 1Hssc i objective ch 10 no 1
Hssc i objective ch 10 no 1Engin Basturk
 
Hssc i objective ch 9 no 6
Hssc i objective ch 9 no 6Hssc i objective ch 9 no 6
Hssc i objective ch 9 no 6Engin Basturk
 

More from Engin Basturk (20)

Z
ZZ
Z
 
Hssc i objective workbook
Hssc i objective workbookHssc i objective workbook
Hssc i objective workbook
 
Hssc i objective past papers 2012-2
Hssc i objective past papers 2012-2Hssc i objective past papers 2012-2
Hssc i objective past papers 2012-2
 
Hssc i objective ch 14 no 1
Hssc i objective ch 14 no 1Hssc i objective ch 14 no 1
Hssc i objective ch 14 no 1
 
Hssc i objective ch 13 no 2
Hssc i objective ch 13 no 2Hssc i objective ch 13 no 2
Hssc i objective ch 13 no 2
 
Hssc i objective ch 13 no 1
Hssc i objective ch 13 no 1Hssc i objective ch 13 no 1
Hssc i objective ch 13 no 1
 
Hssc i objective ch 12 no 4
Hssc i objective ch 12 no 4Hssc i objective ch 12 no 4
Hssc i objective ch 12 no 4
 
Hssc i objective ch 12 no 3
Hssc i objective ch 12 no 3Hssc i objective ch 12 no 3
Hssc i objective ch 12 no 3
 
Hssc i objective ch 12 no 2
Hssc i objective ch 12 no 2Hssc i objective ch 12 no 2
Hssc i objective ch 12 no 2
 
Hssc i objective ch 12 no 1
Hssc i objective ch 12 no 1Hssc i objective ch 12 no 1
Hssc i objective ch 12 no 1
 
Hssc i objective ch 11 no 2
Hssc i objective ch 11 no 2Hssc i objective ch 11 no 2
Hssc i objective ch 11 no 2
 
Hssc i objective ch 11 no 1
Hssc i objective ch 11 no 1Hssc i objective ch 11 no 1
Hssc i objective ch 11 no 1
 
Hssc i objective ch 10 no 6
Hssc i objective ch 10 no 6Hssc i objective ch 10 no 6
Hssc i objective ch 10 no 6
 
Hssc i objective ch 10 no 5
Hssc i objective ch 10 no 5Hssc i objective ch 10 no 5
Hssc i objective ch 10 no 5
 
Hssc i objective ch 10 no 4
Hssc i objective ch 10 no 4Hssc i objective ch 10 no 4
Hssc i objective ch 10 no 4
 
Hssc i objective ch 10 no 3
Hssc i objective ch 10 no 3Hssc i objective ch 10 no 3
Hssc i objective ch 10 no 3
 
Hssc i objective ch 10 no 2
Hssc i objective ch 10 no 2Hssc i objective ch 10 no 2
Hssc i objective ch 10 no 2
 
Hssc i objective ch 9 no 7
Hssc i objective ch 9 no 7Hssc i objective ch 9 no 7
Hssc i objective ch 9 no 7
 
Hssc i objective ch 10 no 1
Hssc i objective ch 10 no 1Hssc i objective ch 10 no 1
Hssc i objective ch 10 no 1
 
Hssc i objective ch 9 no 6
Hssc i objective ch 9 no 6Hssc i objective ch 9 no 6
Hssc i objective ch 9 no 6
 

Hssc i objective ch 3 no 4

  • 1. PAKTURK Success is a ladder you cannot climb with your hands in your pockets 1 For more news and updates visit pakturkmaths.com CLASS XI For any question mail us at info@pakturkmaths.com Composed by Engin Baştürk FEDERAL BOARD TYPE Objective Matrices and Determinants No 4 Q1: Determinant of A is possible only when A is …………. A) Symmetric Matrix B) Rectangular Matrix C) Square matrix D) None of these Q2: A is a square matrix, then t A is equal to ……….. A) t A B) A C) t A D) A Q3: The value of cos 0 sin 1 1 0 sin 0 cos       is equal to …. A) 0 B) 1 C) -1 D)  Q4: A is a non-singular matrix then  1 t A is equal to …. A) 1 A B)   1t A  C) t A D) None Q5: The matrix 0 1 2 4 0 0 1 3 0 0 0 4 0 0 0 0             is …………….. A) In reduced form B) In echelon form C) In rank form D) In Identity form Q6: The number of non-zero rows in the Echelon form is called …………… of the matrix A) Transpose B) Determinant C) Rank D) Adjoint Q7: The rank of 1 4 2 0 1 3 0 0 0          is equal to ……. A)1 B) 2 C) 3 D) 0 Q8: For what value of  the matrix 2 6 5 4 4 6 0 1 A           is a singular matrix A) 0 B) 1 C) -2 D) -1 Q9: The order of A is 4 4 then what will be the order of 1 A A) 5 5 B) 6 6 C) 4 4 D) None Q10: If any two rows or columns of a square matrix A interchanged then determinant will be equal to ………… A) A B) A C) 2 A D) A
  • 2. PAKTURK Success is a ladder you cannot climb with your hands in your pockets 2 Q11: The product of   a c d b       is equal to ….. A)  ab cd B) ac ad bc bd       C)  ac bd D) None of these Q12: The solution set  0,0,0 is called ……….. for homogeneous system of linear equations A) Non-trivial B) Trivial C) Unique D) Infinite Q13: If a system , 0AX B B  is called ……. If it has unique or infinite many solutions A) Trivial B) Non-trivial C) Consistent D) Inconsistent Q14: The system of linear equations is said to be ….. if it has no solution A) Trivial B) Non-trivial C) Consistent D) Inconsistent Q15: Those equations whose solution is common are called ………….. A) Quadratic Equations B) Linear Equations C) Simultaneous Equations D) Homogeneous Equations Q16: A system 0AX  has non-trivial solution if ………… A) 0A  B) 0A  C) A A D) A A  Q17: C and D are two non singular matrices then   11 1 C D   is equal to ………… A) 1 1 D C  B) CD C) DC D) 1 1 C D  Q18: The ratio of the adjoint and determinant of non singular matrix is ……………. of the matrix A) Inverse B) Transpose C) Co-factor D) None of these Q19: Cramer’s Rules is applicable on AX B if …. A) 0A  B) 0A  C) 0A  D) 0A  Q20: The value of 1 1 1 y z x z x y x y z    is equal to …… A) 1 B) 0 C) x y z  D) xyz Answer Key 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20