ECAT Pre General Science MCQ Test With Answer for Mathematics Chapter 8

MCQ's Test For ECAT Mathematics Chapter 8 Sequences and Series

Try The MCQ's Test For ECAT Mathematics Chapter 8 Sequences and Series

  • Total Questions30

  • Time Allowed30

ECAT Mathematics Chapter 8 Sequences and Series

00:00
Question # 1

The nth term of an A.P., is 12-4n. Its common difference is

Question # 2

The numbers of G1, G2, G3...... Gnare called n geometric means between a and b is a, G1, G2,G3, ... Gn, b are in

Question # 3

Sum of first n terms of an arithmetic series is

Question # 4

pth term of an H.P. is qr and qth term is pr then the rth term of the H.P. is

Question # 5

Question Image
Question # 6

Question Image
Question # 7

Sequence also called..............

Question # 8

A number A is called the arithmetic mean between a and b if a, A, b is ______

Question # 9

an - an-1 will be common difference in an A.P if

Question # 10

Write the first four terms of the arithmetic sequence 5, 2, -1, ... is

Question # 11

An infinite arithmetic series is always

Question # 12

5th term of a G.P. is 2, then the product of first 9 terms is

Question # 13

If b1, b2, b3, ... are in G.P. with first term unity and common ratio r, then the minimum value of b1- b3+ b5is equal to

Question # 14

Let the sequence 1, 2, 2, 4, 4, 4, 4, 8, 8, 8, 8, 8, 8, 8, 8, ..... where n consecutive terms have the value n, then 1025th term is

Question # 15

The sum of the squares of three distinct real numbers, which are in G.P., is S2. if their sum isαS then

Question # 16

The difference of two consecutive terms of an A.P. is called ______

Question # 17

99th term of the series 2 + 7 + 14 + 23 + 34 + ..... is

Question # 18

The sum of first twenty odd integers in A.P is

Question # 19

p, q, r and s are integers. If the A.M. of the roots of x2- px + q2= 0 and G.M. of the roots of x2- rx + s2= 0 are equal, then

Question # 20

If a1, r and anare the first term, common ratio and the nth term respectively of a G. P. then an=

Question # 21

1 + 2 + 3 + ...... + n = ______

Question # 22

Find the sum of the infinite geometric series 2 + 1 + 0.5 + ....

Question # 23

A sequence whose reciprocal is an A.P is called

Question # 24

If Srdenotes the sum of the first r terms of a G.P., then Sn, S2n- Sn, S3n- S2nare in

Question # 25

What is the 26th term of the sequence, if its general term is an = (-1)n+1

Question # 26

Question Image
Question # 27

The nth term of an A.P is (3n+5) Its 75th term is

Question # 28

Question Image
Question # 29

an -an-1,∀n∈N∧n>1 in an A.P is called

Question # 30

If 5,7 and 9 are A.Ms between a and b, then a and b is equal to

Prepare Complete Set Wise ECAT Mathematics Chapter 8 Sequences and Series MCQs Online With Answers


Topic Test

00:00

Top Scorers Of ECAT Mathematics Chapter 8 Sequences and Series MCQ`s Test

  • A
    Ayyaz Eren 10 - Mar - 2023 16 Min 20 Sec 50/120
  • S
    Saim G 28 - Jul - 2025 17 Min 21 Sec 18/30
  • S
    Sehrish Imran 08 - Sep - 2024 02 Min 48 Sec 10/120
  • U
    Unknown 09 - Mar - 2023 00 Min 06 Sec 0/120

ECAT Mathematics Chapter 8 Important MCQ's

Sr.# Question Answer
1 Three consecutive terms of a progression are 30, 24, 20. The next terms of the progression is
2 Every term of a G.P. is positive and also every term is the sum of two preceding terms. Then the common ratio of the G.P. is
3 The sum of infinite numbers of terms of an arithmetic series is
A. Finite
B. Infinite
C. May or may not finite
D. None of these
4 G is geometric mean between a and b if a, G, b is
A. A.P.
B. G.P.
C. H.P.
D. None of these
5 If A, G, H are the arithmetic, geometric and harmonic means between a and b respectively then A, G, H are in
A. A. P.
B. G. P.
C. H. P.
D. None of these
6 If b1, b2, b3, ... are in G.P. with first term unity and common ratio r, then the minimum value of b1- b3+ b5is equal to
A. 3/4
B. 1/4
C. 1
D. None of these
7 If Srdenotes the sum of the first r terms of a G.P., then Sn, S2n- Sn, S3n- S2nare in
A. A.P.
B. G.P.
C. H.P.
D. None of these
8
Question Image
9 The consecutive terms of a progressions are 30, 24, 20. The next term of the progression is
10 If a1, r are first term and the common ratio respectively then the sum of an infinite geometric series is

Test Questions

Is this page helpful?