JEE Questions for Maths Sequences And Series Quiz 13 - MCQExams.com

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Maths-Sequences and Series-48671.png

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None of the above

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Maths-Sequences and Series-48688.png

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Maths-Sequences and Series-48700.png

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22000
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10,000
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14,400
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15,000

Maths-Sequences and Series-48702.png

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8
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10
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15
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20

Maths-Sequences and Series-48704.png

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All of these

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Maths-Sequences and Series-48715.png

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Maths-Sequences and Series-48721.png

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None of the above

Maths-Sequences and Series-48726.png

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188090
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189080
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199080
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None of these

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6

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Maths-Sequences and Series-48753.png

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Maths-Sequences and Series-48759.png

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Is divisible by 5
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Is an odd integer divisible by 5
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Is an even integer which is not divisible by 5
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Is an odd integer which is not divisible by 5

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89
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97
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101
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123

Maths-Sequences and Series-48781.png

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2481
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2483
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2485
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2487

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1
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0
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None of these

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125
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If the 4^th, 7^th and 10^th terms of a G.P. be a,b,c respectively, then the relation between a,b,c is

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a2 = bc
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b2 = ac
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c2 = ab

If (p + q)^th term of a G.P . be m and (p - q)^th term be n, then the p^th term will be

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m/n
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mn
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0

Maths-Sequences and Series-48840.png

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0
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1
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abc
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pqr

In a geometric progression consisting of positive terms, each term equals the sum of the next two terms. Then the common ratio of this progression equals

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Maths-Sequences and Series-48847.png

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If the 10^th term of a geometric progression is 9 and 4^th term is 4, then its 7^th term is

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6
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36
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4/9
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9/4

The 6^th term of a G.P is 32 and its 8^th term is 128, then the common ratio of the G.P is

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–1
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2
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4
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–4

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11
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10
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9
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4

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0
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1
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a1/a2
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a25/a24

If the sum of three terms of G.P is 19 and product is 216, then the common ratio of the series is

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2
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0:0:1

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