Al-Huda Science Academy is focusing not only on short questions and long questions but also on Math Chapter 2 MCQs Class 11. Entry Tests required a lot of effort on Multiple Choice Questions that should be of conceptual in nature. The users can participate without login to MCQs test. All MCQs are taken from the past papers of Punjab Boards including Bahawalpur Board, DG Khan Board, Faisalabad Board, Gujranwala Board, Lahore Board, Multan Board, Rawalpindi Board, Sahiwal Board and Sargodha Board.

Chapter 2 of F.Sc/I.Cs Part 1 Math is based on Number System.

Math Chapter 2 MCQs Class 11

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#1. If (1-1) correspondence can be established between the sets, then they are:

Equal

Equal

Equivalent

Equivalent

Finite

Finite

Infinite

Infinite

Next

#2. The cartesian product R x R where R is the set of real numbers, is called the:

Cartesian Plane

Cartesian Plane

Plane

Plane

Space

Space

None

None

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#3. ~(p v q) = _____

( ~ p + ~q)

( ~ p + ~q)

~(p . q)

~(p . q)

( ~ p · ~q)

( ~ p · ~q)

~(p + q)

~(p + q)

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#4. The set Z+ ? {0} is monoid w.r.t multiplication but not.

Division

Division

None

None

Subtraction

Subtraction

Into Function

Into Function

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#5. Every real number is a:

Not a Complex Number

Not a Complex Number

Not a Natural Number

Not a Natural Number

Natural Number

Natural Number

Complex Number

Complex Number

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#6. A set having one element is called:

Singleton Set

Singleton Set

Finite Set

Finite Set

Empty Set

Empty Set

Non-empty Set

Non-empty Set

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#7. The possible number of subsets of the set {a, {b,c}} are

2

2

6

6

4

4

1

1

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#8. Statement which is always false is called:

tautology

tautology

none

none

Both

Both

a contradiction

a contradiction

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#9. ~(p · q) = _____

(p v ~q)

(p v ~q)

(~p v q)

(~p v q)

(~p v ~q)

(~p v ~q)

(~p ^ ~q)

(~p ^ ~q)

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#10. Logic in which there is a scope for third or fourth possibility is called:

Non-Leibnizian logic

Non-Leibnizian logic

Leibnizian logic

Leibnizian logic

Non-Aristotelian logic

Non-Aristotelian logic

Aristotelian logic

Aristotelian logic

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#11. Leibniz is mathematician of:

French

French

English

English

Greek

Greek

German

German

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#12. {1} has closure property w.r.t:

Subtraction

Subtraction

Addition

Addition

Division

Division

Multiplication

Multiplication

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#13. If z=x + iy, then y is called:

Real Part

Real Part

Imaginary Part

Imaginary Part

Real & Imaginary

Real & Imaginary

None

None

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#14. Number of identity elements in any group is/are:

2

2

1

1

None

None

3

3

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#15. The in verse of a linear function {(x,y)/y=mx+c} is:

{(x,y)|y=c}

{(x,y)|y=c}

{(x,y)|y=mx-c}

{(x,y)|y=mx-c}

{(x,y)|y=my+c}

{(x,y)|y=my+c}

{(x,y)|y=mx+c}

{(x,y)|y=mx+c}

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#16. If a function of : A –> B is such that range f = B then f is called an:

Into Function

Into Function

Onto Function

Onto Function

One to One Function

One to One Function

Bijective Function

Bijective Function

Finish

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