SlideShare a Scribd company logo
1 of 2
Download to read offline
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 Past Papers Year 2013
Q1: If a complex number 1 3z i  then z is:
A) 4 B) 2 C) 3 D) 2i
Q2: If  1, 1, ,S i i   , then set " "S is an abelian group
with respect to:
A) Addition B) Multiplication
C) Subtraction D) Division
Q3: The system of linear equations has unique solution if:
A) 0A  B) 0A  C) 0A  D) 0A 
Q4: If ij m n
A a

    is a square matrix t
A A  then A is:
A) Symmetric B) Skew Symmetric
C) Hermition D) None of these
Q5: The sum of cube roots of unity is:
A) 0 B) 1 C) 2 D) 3
Q6: If 2
4 0b ac  then the roots of equation are:
A) Rational B) Distinct
C) Real and Equal D) Imaginary
Q7: A rational fraction
 
 
P x
Q x
in which the degree of
 P X is less than the degree of  Q x is called:
A) Improper Fraction B) Proper Fraction
C) Common Fraction D) None of these
Q8: A.M between 2 and 3 2 is:
A) 4 2 B) 2 2
C) 6 D) None of these
Q9: The sum of infinite G.P 2, 2,1,.........is:
A) 3 2 2 B) 2 2 2
C) 4 2 2 D) 5 2 2
Q10: The number of diagonals of a 6 sided figure is:
A) 9 B) 10 C) 11 D) 12
PAKTURK Success is a ladder you cannot climb with your hands in your pockets 2
Q11: In expansion of Binomial Theorem, the general term is:
A) n rn
a b
r
 
 
 
B) n r rn
a b
r
 
 
 
C) r rn
a b
r
 
 
 
D) None of these
Q12:
1
2sin 45 csc45
2
  is equal to:
A)
3
2
B)
1
2
C) 2 D)
5
2
Q13: The measure of   or
3
2

 lies in the .......
quadrant
A) I B) II C) III D) IV
Q14:    sin sin      is equal to:
A) 2cos sin  B) 2sin cos 
C) 2cos cos  D) 2sin sin 
Q15: The period of tan
3
x
is:
A) 2 B)  C) 3 D) 4
Q16: In a triangle ABC if vertex A is at origion then the law
of cosine is:
A) 2 2 2
2 cosa b c bc    B) 2 2 2
2 cosa b c bc   
C) 2 2 2
2 cosb a c ac    D) 2 2 2
2 cosa b c bc   
Q17: In a triangle ABC if one side c and two angles  , 
are given then area will be:
A)
2
sin sin
2sin
a  

B)
2
sin sin
2sin
b  

C)
2
sin sin
2sin
c  

D)
2
sin sin
2sin
c  

Q18: Circum-centre of a circle is the point of intersection of
the:
A) Perpendiculars B) Right Bisectors
C) Angle Bisectors D) Sides Bisectors
Q19: Range of 1
tan x
is:
A)
2 2
x
 
  B) 0 x  
C) 0 x   D) None of these
Q20: If
1
cot
3
x  then ...................x  in interval
 0,2
A)
4
,
3 3
 
B)
5
,
6 6
 
C)
2
3

D)
5
6

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

Hssc i objective ch 3 no 2
Hssc i objective ch 3 no 2Hssc i objective ch 3 no 2
Hssc i objective ch 3 no 2Engin Basturk
 
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 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 ch 3 no 1
Hssc i objective ch 3 no 1Hssc i objective ch 3 no 1
Hssc i objective ch 3 no 1Engin Basturk
 
Hssc i objective ch 3 no 3
Hssc i objective ch 3 no 3Hssc i objective ch 3 no 3
Hssc i objective ch 3 no 3Engin Basturk
 
University of the Philippines-Diliman College Entrance Exam (Mathematics) - I...
University of the Philippines-Diliman College Entrance Exam (Mathematics) - I...University of the Philippines-Diliman College Entrance Exam (Mathematics) - I...
University of the Philippines-Diliman College Entrance Exam (Mathematics) - I...Juan Miguel Palero
 
Hssc i objective ch 7 no 2
Hssc i objective ch 7 no 2Hssc i objective ch 7 no 2
Hssc i objective ch 7 no 2Engin Basturk
 
Hssc i objective ch 3 no 4
Hssc i objective ch 3 no 4Hssc i objective ch 3 no 4
Hssc i objective ch 3 no 4Engin 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
 
Kisi kisi pat matematika kelas 10 tkj
Kisi kisi pat matematika kelas 10 tkjKisi kisi pat matematika kelas 10 tkj
Kisi kisi pat matematika kelas 10 tkjEva Nurmalasari
 
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
 
Diapositivas yahir villamizar
Diapositivas yahir villamizarDiapositivas yahir villamizar
Diapositivas yahir villamizarYahirVillamizar
 
Hssc i objective ch 3 no 5
Hssc i objective ch 3 no 5Hssc i objective ch 3 no 5
Hssc i objective ch 3 no 5Engin Basturk
 
Class 10 Cbse Maths Sample Paper Term 2 Model 3
Class 10 Cbse Maths Sample Paper Term 2 Model 3Class 10 Cbse Maths Sample Paper Term 2 Model 3
Class 10 Cbse Maths Sample Paper Term 2 Model 3Sunaina Rawat
 
UKK MATEMATIKA KELAS VII 2013
UKK MATEMATIKA KELAS VII 2013UKK MATEMATIKA KELAS VII 2013
UKK MATEMATIKA KELAS VII 2013Eko Prasetyo
 
Hssc i objective ch 5 no 1
Hssc i objective ch 5 no 1Hssc i objective ch 5 no 1
Hssc i objective ch 5 no 1Engin Basturk
 
Math graphing quatratic equation
Math graphing quatratic equationMath graphing quatratic equation
Math graphing quatratic equationstudent
 
Hssc i objective workbook
Hssc i objective workbookHssc i objective workbook
Hssc i objective workbookEngin Basturk
 
5 matdis akar_kompleks k
5 matdis akar_kompleks k5 matdis akar_kompleks k
5 matdis akar_kompleks kqurratul aini
 
Diapositivas yahir villamizar
Diapositivas yahir villamizarDiapositivas yahir villamizar
Diapositivas yahir villamizarYahirVillamizar
 

What's hot (20)

Hssc i objective ch 3 no 2
Hssc i objective ch 3 no 2Hssc i objective ch 3 no 2
Hssc i objective ch 3 no 2
 
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 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 ch 3 no 1
Hssc i objective ch 3 no 1Hssc i objective ch 3 no 1
Hssc i objective ch 3 no 1
 
Hssc i objective ch 3 no 3
Hssc i objective ch 3 no 3Hssc i objective ch 3 no 3
Hssc i objective ch 3 no 3
 
University of the Philippines-Diliman College Entrance Exam (Mathematics) - I...
University of the Philippines-Diliman College Entrance Exam (Mathematics) - I...University of the Philippines-Diliman College Entrance Exam (Mathematics) - I...
University of the Philippines-Diliman College Entrance Exam (Mathematics) - I...
 
Hssc i objective ch 7 no 2
Hssc i objective ch 7 no 2Hssc i objective ch 7 no 2
Hssc i objective ch 7 no 2
 
Hssc i objective ch 3 no 4
Hssc i objective ch 3 no 4Hssc i objective ch 3 no 4
Hssc i objective ch 3 no 4
 
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
 
Kisi kisi pat matematika kelas 10 tkj
Kisi kisi pat matematika kelas 10 tkjKisi kisi pat matematika kelas 10 tkj
Kisi kisi pat matematika kelas 10 tkj
 
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
 
Diapositivas yahir villamizar
Diapositivas yahir villamizarDiapositivas yahir villamizar
Diapositivas yahir villamizar
 
Hssc i objective ch 3 no 5
Hssc i objective ch 3 no 5Hssc i objective ch 3 no 5
Hssc i objective ch 3 no 5
 
Class 10 Cbse Maths Sample Paper Term 2 Model 3
Class 10 Cbse Maths Sample Paper Term 2 Model 3Class 10 Cbse Maths Sample Paper Term 2 Model 3
Class 10 Cbse Maths Sample Paper Term 2 Model 3
 
UKK MATEMATIKA KELAS VII 2013
UKK MATEMATIKA KELAS VII 2013UKK MATEMATIKA KELAS VII 2013
UKK MATEMATIKA KELAS VII 2013
 
Hssc i objective ch 5 no 1
Hssc i objective ch 5 no 1Hssc i objective ch 5 no 1
Hssc i objective ch 5 no 1
 
Math graphing quatratic equation
Math graphing quatratic equationMath graphing quatratic equation
Math graphing quatratic equation
 
Hssc i objective workbook
Hssc i objective workbookHssc i objective workbook
Hssc i objective workbook
 
5 matdis akar_kompleks k
5 matdis akar_kompleks k5 matdis akar_kompleks k
5 matdis akar_kompleks k
 
Diapositivas yahir villamizar
Diapositivas yahir villamizarDiapositivas yahir villamizar
Diapositivas yahir villamizar
 

Similar to Hssc i objective past papers 2013

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 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
 
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 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
 
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 3 no 6
Hssc i objective ch 3 no 6Hssc i objective ch 3 no 6
Hssc i objective ch 3 no 6Engin 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
 
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 7 no 3
Hssc i objective ch 7 no 3Hssc i objective ch 7 no 3
Hssc i objective ch 7 no 3Engin 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
 

Similar to Hssc i objective past papers 2013 (11)

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 ch 3 no 7
Hssc i objective ch 3 no 7Hssc i objective ch 3 no 7
Hssc i objective ch 3 no 7
 
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 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 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 3 no 6
Hssc i objective ch 3 no 6Hssc i objective ch 3 no 6
Hssc i objective ch 3 no 6
 
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
 
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 7 no 3
Hssc i objective ch 7 no 3Hssc i objective ch 7 no 3
Hssc i objective ch 7 no 3
 
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
 
Riha
RihaRiha
Riha
 

More from Engin 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 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 5
Hssc i objective ch 9 no 5Hssc i objective ch 9 no 5
Hssc i objective ch 9 no 5Engin Basturk
 
Hssc i objective ch 9 no 4
Hssc i objective ch 9 no 4Hssc i objective ch 9 no 4
Hssc i objective ch 9 no 4Engin Basturk
 
Hssc i objective ch 9 no 3
Hssc i objective ch 9 no 3Hssc i objective ch 9 no 3
Hssc i objective ch 9 no 3Engin Basturk
 
Hssc i objective ch 9 no 2
Hssc i objective ch 9 no 2Hssc i objective ch 9 no 2
Hssc i objective ch 9 no 2Engin Basturk
 

More from Engin Basturk (19)

Z
ZZ
Z
 
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 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 5
Hssc i objective ch 9 no 5Hssc i objective ch 9 no 5
Hssc i objective ch 9 no 5
 
Hssc i objective ch 9 no 4
Hssc i objective ch 9 no 4Hssc i objective ch 9 no 4
Hssc i objective ch 9 no 4
 
Hssc i objective ch 9 no 3
Hssc i objective ch 9 no 3Hssc i objective ch 9 no 3
Hssc i objective ch 9 no 3
 
Hssc i objective ch 9 no 2
Hssc i objective ch 9 no 2Hssc i objective ch 9 no 2
Hssc i objective ch 9 no 2
 

Hssc i objective past papers 2013

  • 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 Past Papers Year 2013 Q1: If a complex number 1 3z i  then z is: A) 4 B) 2 C) 3 D) 2i Q2: If  1, 1, ,S i i   , then set " "S is an abelian group with respect to: A) Addition B) Multiplication C) Subtraction D) Division Q3: The system of linear equations has unique solution if: A) 0A  B) 0A  C) 0A  D) 0A  Q4: If ij m n A a      is a square matrix t A A  then A is: A) Symmetric B) Skew Symmetric C) Hermition D) None of these Q5: The sum of cube roots of unity is: A) 0 B) 1 C) 2 D) 3 Q6: If 2 4 0b ac  then the roots of equation are: A) Rational B) Distinct C) Real and Equal D) Imaginary Q7: A rational fraction     P x Q x in which the degree of  P X is less than the degree of  Q x is called: A) Improper Fraction B) Proper Fraction C) Common Fraction D) None of these Q8: A.M between 2 and 3 2 is: A) 4 2 B) 2 2 C) 6 D) None of these Q9: The sum of infinite G.P 2, 2,1,.........is: A) 3 2 2 B) 2 2 2 C) 4 2 2 D) 5 2 2 Q10: The number of diagonals of a 6 sided figure is: A) 9 B) 10 C) 11 D) 12
  • 2. PAKTURK Success is a ladder you cannot climb with your hands in your pockets 2 Q11: In expansion of Binomial Theorem, the general term is: A) n rn a b r       B) n r rn a b r       C) r rn a b r       D) None of these Q12: 1 2sin 45 csc45 2   is equal to: A) 3 2 B) 1 2 C) 2 D) 5 2 Q13: The measure of   or 3 2   lies in the ....... quadrant A) I B) II C) III D) IV Q14:    sin sin      is equal to: A) 2cos sin  B) 2sin cos  C) 2cos cos  D) 2sin sin  Q15: The period of tan 3 x is: A) 2 B)  C) 3 D) 4 Q16: In a triangle ABC if vertex A is at origion then the law of cosine is: A) 2 2 2 2 cosa b c bc    B) 2 2 2 2 cosa b c bc    C) 2 2 2 2 cosb a c ac    D) 2 2 2 2 cosa b c bc    Q17: In a triangle ABC if one side c and two angles  ,  are given then area will be: A) 2 sin sin 2sin a    B) 2 sin sin 2sin b    C) 2 sin sin 2sin c    D) 2 sin sin 2sin c    Q18: Circum-centre of a circle is the point of intersection of the: A) Perpendiculars B) Right Bisectors C) Angle Bisectors D) Sides Bisectors Q19: Range of 1 tan x is: A) 2 2 x     B) 0 x   C) 0 x   D) None of these Q20: If 1 cot 3 x  then ...................x  in interval  0,2 A) 4 , 3 3   B) 5 , 6 6   C) 2 3  D) 5 6  Answer Key 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20