Math Chapter 6 MCQs Class 11

Al-Huda Science Academy is focusing not only on short questions and long questions but also on Math Chapter 6 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 6 of F.Sc/I.Cs Part 1 Math is based on Number System.

Math Chapter 6 MCQs Class 11

Start Your Test

Results

-

Congratulations…. You have secured more than 70% to pass the test.

See also  MCQs of Chemistry Class 11

Feel Free to Try Again….

You have secured less than 70% to pass the test.

Click Here to Start Again

See also  MCQs of Chapter 6 Chemistry Class 11

Next

#1. The A.P. whose nth term is 2n -1 is:

1, 3, 6, ….

1, 3, 6, ….

1, 3, 5, ….

1, 3, 5, ….

5, 3, 1, ….

5, 3, 1, ….

2, 3, 5, ….

2, 3, 5, ….

Next

#2. The arithmetic between 27 and 3 is:

10

10

25

25

15

15

30

30

Next

#3. The common difference of geometric sequence is denoted by:

d

d

a1

a1

n

n

r

r

Next

#4. If an-3 = 2n-5, its an =

2n+1

2n+1

2n-3

2n-3

2n+2

2n+2

2n-2

2n-2

Next

#5. If the members of sequence are real then the sequence is called:

Geometric sequence

Geometric sequence

Harmonic sequence

Harmonic sequence

Arithmetic sequence

Arithmetic sequence

Real sequence

Real sequence

Next

#6. Write the next two terms of the sequence 7,9,12,16 _____.

21, 25

21, 25

21, 27

21, 27

20, 23

20, 23

20, 26

20, 26

Next

#7. The difference of two consecutive terms of an arithmetic sequence is called:

G.M.

G.M.

Common Difference

Common Difference

H.M.

H.M.

A.M.

A.M.

Next

#8. A sequence is a special type of function form subset of N to:

C

C

Z

Z

Q

Q

R

R

Next

#9. The series formed by addition of terms of arithmetic sequence is called:

Geometric series

Geometric series

None

None

Harmonic series

Harmonic series

Arithmetic series

Arithmetic series

Next

#10. A function whose domain is the set of natural numbers is called the:

Sequence

Sequence

Series

Series

Identify function

Identify function

Onto function

Onto function

Next

#11. 3+6+9+…………3n =

3n(n-1)/2

3n(n-1)/2

2n(n+1)/3

2n(n+1)/3

2n(n-1)/3

2n(n-1)/3

3n(n+1)/2

3n(n+1)/2

Next

#12. If A, G, and H are the arithmetic, geometric and harmonic means between a and b respectively. Then A, G, H, are:

In A.P.

In A.P.

In H.P.

In H.P.

In G.P.

In G.P.

Real Number

Real Number

Next

#13. The next term of the sequence 2, 6, 11, 17…………….is:

22

22

24

24

26

26

28

28

Next

#14. The A.M. between x+3 and x-3 is:

x-6

x-6

x+6

x+6

x

x

2x

2x

Next

#15. If 1/K, 1/2k+1 and 1/4k-1 are in H.P then the value of K is:

1

1

2

2

3

3

0

Next

#16. An infinite sequence has no:

Real Term

Real Term

First Term

First Term

Last Term

Last Term

Term

Term

Next

#17. The 5th term of the G.P 3,6,12……….. is:

15

15

3

3

2

2

48

48

Next

#18. 1/2,1/7,1/12……….. is a/an:

Arithmetic progression

Arithmetic progression

Harmonic progression

Harmonic progression

None

None

Geometric progression

Geometric progression

Next

#19. Infinite geometric series is convergent if:

|r| > 1

|r| > 1

All

All

|r| < 1

|r| < 1

|r| = 1

|r| = 1

Next

#20. The _____ term of the sequence an = 2n-3 is 7.

3rd

3rd

1st

1st

5th

5th

7th

7th

Next

#21. Geometric mean can never be:

One

One

Negative

Negative

Positive

Positive

Zero

Zero

Next

#22. If Sn increases indefinitely as n becomes very large, the series is:

Divergent

Divergent

Does not exist

Does not exist

All

All

Convergent

Convergent

Next

#23. First term is denoted by:

a1

a1

d

d

r

r

b1

b1

Next

#24. If an=(-1)^(n-1) x (n-7) then a3=

-3

-3

-4

-4

-2

-2

-5

-5

Next

#25. If 1/a, 1/b and 1/c and in A.P them b = _____.

ac/a+c

ac/a+c

a-c/ac

a-c/ac

a-ac/2a

a-ac/2a

2ac/a+c

2ac/a+c

Finish

See also  Math Chapter 10 MCQs Class 11

You can comment below or contact us anytime about your queries.

Ahsa.pk has also launched question area where you can ask any question related to any field of your interest.