ECAT Pre Engineering MCQ Test With Answer for Chapter 8 Mathematics

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

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

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ECAT Mathematics Chapter 8 Sequences and Series

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Question # 1

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

Question # 2

A sequence having no last term is called

Question # 3

Write the first four terms of the sequence if an= (-1)nn2

Question # 4

A sequence whose reciprocal is an A.P is called

Question # 5

A Series which does not coverage to a Unique sum is called

Question # 6

The sum of first 60 natural numbers is

Question # 7

If A, G, H are the arithmetic, geometric and harmonic means between a and b respectively then A, G, H are in

Question # 8

The sum of an indicated number of terms in a sequence is called

Question # 9

The 7th term of the A.P 7,11,15,is

Question # 10

The general term of a sequence is denoted by

Question # 11

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

Question # 12

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

Question # 13

If the domain of sequence is finite set then the sequence is called

Question # 14

An infinite arithmetic series is always

Question # 15

A number A is said to be the A.M between the two numbers a and b if a, A, b are in

Question # 16

The sides of a right angled triangle are in A.P The ratio of sides is

Question # 17

If three unequal numbers p, q, r are in H.P. and their squares are in A.P., then the ration p : q : r is

Question # 18

The fifth term of the sequence an= 2n + 3 is ______

Question # 19

The next term of the sequence 1, 2, 4, 7, 11, ..... is.

Question # 20

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Question # 21

If #n = (n-5)2 + 5, then find #3 x #4.

Question # 22

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Question # 23

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Question # 24

The third term of a G.P. is 4, The product of first five terms is

Question # 25

In following question, a number series is given with one term missing. choose the correct alternative that will same pattern and fill in the blank spaces.1 , 4, 9, 16, 25, x

Question # 26

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

Question # 27

For an A.P common difference d

Question # 28

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

Question # 29

Sum of n terms of a geometric series if | r | < 1 is

Question # 30

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Sr. # Question Answer
1 The 31 term of the A.P 5,2,-1.....is

A. -82

B. 82

C.85

D. -85

2 H.M. between 3 and 7 is
3 The sum of n terms of a series is denoted by

A. d

B. n

C.Sn

D. an

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
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6 Geometric mean between a and b is
7 The sum of an indicated number of terms in a sequence is called

A. sequence

B. progression

C.Series

D. Mean

8 -2, 1, 4, 7,.... is ______

A. Harmonic sequence

B. Arithmetic sequence

C.Geometric sequence

D. Arithmetic series

9 The third term of the sequence an= (-1)n-1(n-7) is ______

A. 8

B. 4

C.-4

D. 8

10
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A. 2

B. -3/2

C.1

D. 0

11 Which term of the A.P 5,8,11,24.............is 320

A. 104th

B. 106th

C.105th

D. 64th

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

A. H.P.

B. A.P.

C.G.P.

D. None of these

13 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

A. q is an odd integer

B. r is an even integer

C.p is an even integer

D. s is an odd integer

14 How many numbers are there between 103 and 750 which are divisible by 6

A. 125

B. 107

C.108

D. 113

15 Let a1, a2, a3, a4and a5be such that a1, a2, and a3are in A.P., a2, a3and a4are in G.P and a3, a4and a5are in H.P. Then, a1, a3and a5are in

A. G.P.

B. A.P.

C.H.P.

D. None of these

16 Three consecutive terms of a progression are 30, 24, 20. The next terms of the progression is
17 Sum of n terms of a geometric series if | r | < 1 is
18 The 7th term of the A.P 7,11,15,is

A. 24

B. 31

C.26

D. 23

19 Given two numbers a and b. Let A denote the single A.M. between these and S denote the sum of n A.M.'s between them. Then S/A depends upon

A. n, a, b

B. n, a

C.n, b

D. n

20 The sum of first 60 natural numbers is

A. 1830

B. 3660

C.1640

D. 1770

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

A. 3

B. -4

C.7

D. 1

22 The sixth term of the sequence 1,3,12,60....is

A. 1500

B. 72

C.2160

D. 2520

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

A. Series

B. Function

C.progressions

D. Elements

24 A sequence is a functions whose domain is a subset of the set of

A. Natural numbers

B. Real numbers

C.Whole numbers

D. Rational numbers

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

A. 3.5

B. 3

C.4

D. None of these

26 For an arithmetic series to be convergent it is necessary that the series has

A. Finite terms

B. d<0

C.Infinite terms

D. None of these

27 The common ration of a geometric sequence cannot be

A. 0

B. 1

C.2

D. 3

28 A,G,H are in

A. A.P

B. G.P

C.H.P

D. None of these

29 The number of divisors of 1029, 1547 and 122 are in

A. A.P.

B. G.P.

C.H.P.

D. None of these

30
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A. 1, 1/2, 0

B. 1, 2, 1

C.1, 2, 3

D. 1, 2, 0

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