Class 11 Maths MCQs

Full book important Class 11 Maths MCQs  Multiple Choice Questions written by Professor M. Sulman Sherazi Suib. These notes are very helpful in the preparation of Class 11 Maths MCQs in 1st year Mathematics for the students of the intermediate and these are according to the paper patterns of all Punjab boards.

Summary and Contents:
Topics which are discussed in the notes are given below:
  • Our comprehensive Class 11 Maths MCQs will ensure you're fully prepared for your exams.
  • Important Multiple Choice Questions ( MCQ's ) of every chapter of 1st year Mathematics.
  • For any complex number ๐’›, it is always true that |๐’›| is equal to: (a) |๐‘ง|  (b) | โˆ’ ๐‘ง|  (c) | โˆ’ ๐‘ง|  (d) โœ” all of these 
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  • The numbers which can be written in the form of ๐’‘ ๐’’ , ๐’‘, ๐’’ โˆˆ ๐’ , ๐’’ โ‰  ๐ŸŽ are :  (a) โœ”Rational number  (b) Irrational number (c) Complex number (d) Whole number
  • A decimal which has a finite numbers of digits in its decimal part is called______ decimal. (a) โœ”Terminating (b) Non-Terminating (c) Recurring (d) Non recurring
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  • ๐Ÿ“. ๐Ÿ‘๐Ÿ‘๐Ÿ‘ โ€ฆ. Is (a) Rational (b) Irrational (c) an integer (d) a prime number
  • Multiplicative inverse of โ€ฒ๐ŸŽโ€ฒ is:  (a) 0  (b) any real number  (c) โœ” not defined  (d) 1
  • For all ๐’‚ โˆˆ ๐‘น , ๐’‚ = ๐’‚ is โ€ฆ. Property. (a) โœ”Reflexive (b) Symmetric (c) Transitive (d) Trichotomy
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  •  For all ๐’‚, ๐’ƒ โˆˆ ๐‘น , ๐’‚ = ๐’ƒ โŸน ๐’ƒ = ๐’‚ is calledโ€ฆ.. property. (a) Reflexive (b) โœ” Symmetric (c) Transitive (d) Trichotomy 
  •  A recurring decimal represents_____ (a) Real number (b) Natural number (c) โœ”Rational number (d) None of these
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  • Every recurring decimal is (a) a rational number (b) an irrational number (c) a prime number (d) a whole number
  •  The product of two conjugate complex numbers is (a) โœ”A real number (b) an imaginary number (c) may be an irrational number (d) not defined 
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  • Total number of subsets that can be formed from the set {๐’™, ๐’š, ๐’›} is: (a) 1 (b) โœ” 8 (c) 5 (d) 2 
  • A set is a collection of objects which are (a) Well defined (b) โœ”Well defined and distinct (c) identical (d) not defined
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  • Inverse of any element of a group is: (a) Not unique (b) โœ”unique (c) has many inverses (d) none of these
  • Every function is: (a) โœ”Relation (b) inverse function (c) one to one (d) none of these
  • The graph of linear function is : (a) Circle ( b) โœ”straight line (c) parabola (d) triangle
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  • Squaring a number is a: (a) โœ”Unary operation (b) binary operation (c) relation (d) Function
  • Set of integers is a group ๐’˜. ๐’“. ๐’• (a) โœ”Addition (b) multiplication (c) subtraction (d) division
  • The set of non-zero real numbers ๐’˜. ๐’“. ๐’• multiplication is: (a) Groupied (b) Semi-group (c) Monoied (d) โœ” Group  
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  • An onto function is also called: (a) Injective (b) โœ” Surjective (c) Bijective (d) Inverse
  • A (๐Ÿ โˆ’ ๐Ÿ) function is also called: (a) โœ”Injective (b) Surjective (c) Bijective (d) Inverse
  • If set ๐‘จ has 2 elements and ๐‘ฉ has 4 elements , then number of elements in ๐‘จ ร— ๐‘ฉ is : (a) 6 (b) โœ” 8 (c) 16 (d) None of these
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  • Inverse of a line is : (a) โœ”A line (b) a parabola (c) a point (d) not defined 
  • A compound proposition which is always true is called: (a) โœ”Tautology (b) contradiction (c) absurdity (d) contingency
  • A compound proposition which is always neither true nor false is called: (a) Tautology (b) contradiction (c) absurdity (d) โœ”contingency
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  • A rectangular array of numbers enclosed by a square brackets is called: (a) โœ”Matrix (b) Row (c) Column (d) Determinant 
  • The horizontal lines of numbers in a matrix are called: (a) Columns (b) โœ” Rows (c) Column matrix (d) Row matrix 
  • If a matrix A has only one row then it is called: (a) โœ”Row vector (b) Column vector (c) square matrix (d) Rectangle matrix
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  • If a matrix A has only one column then it is called: (a) Row vector (b) โœ” Column vector (c) square matrix (d) Rectangle matrix
  • If a matrix A has same number of rows and columns then A is called: (a) Row vector (b) Column vector (c) โœ”square matrix (d) Rectangular matrix
  • Inverse of a matrix exists if it is: (a) Singular (b) Null (c) Rectangular (d) โœ” Non-singular 
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