Math Chapter Wise

EnglishJDD-75-PGT TIER II-X-15 28.06.2015

Q121.For what values of m, m 1 m 1 m m a b + + + is the arithmetic mean of a and b?

A1 B0 C2 Dnone of these

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EnglishJDD-75-PGT TIER II-X-15 28.06.2015

Q122.The sum of the first p terms of an A.P. is q and sum of the first q terms is p. Then the sum of (p+q) terms of the series is–

Ap + q B–(p + q) Cp q 2 + Dnone of these

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EnglishJDD-75-PGT TIER II-X-15 28.06.2015

Q123.If a, b, c are in A.P., then 3a, 3b, 3c are –

AAP BGP CHP Dnone of these

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EnglishJDD-75-PGT TIER II-X-15 28.06.2015

Q124.The th 10 common term between the 3+7+11+…and 1+6+11+…is–

A193 B211 C191 Dnone of these

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EnglishUKPSC GIC 2018 JDD-75-PGT TIER II-X-15 28.06.2015

Q125.The minimum value of the expression- x 1 x 3 3;x R − + ∈ + ∈ is–

A0 B1/3 C3 D2 3

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EnglishJDD-75-PGT TIER II-X-15 28.06.2015

Q126.In an arithmetic progression sum of terms, equidistant from the beginning and the end is equal to–

Alast term Bfirst term Csecond term Dsum of the first and last term

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EnglishTGT 2001

Q127.The sum of series are 4 8 16 log 2 log 2 log 2......... − + +

Ae2 Be2/+1 Cloge3-2 D1-loge2

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EnglishTGT 2001

Q128.Series 1 1 1......... 2 3 6 + + + + + + + + + + + + the sum of 9 term is:

A−5/6 B−1/2 C1 D−3/2

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EnglishTGT 2001

Q129.If a, b, c are in geometric progression then loga10, logb10, logc10 will be:

Aarithmetic progression BGeometric progression CHarmonic progression DNone of these

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EnglishTGT 2001

Q130.If H, is the harmonic mean of P and Q, then the value of H H P Q + + will be:

A2 BPQ/P+Q CP+Q/PQ DNone of these

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EnglishTGT 2001

Q131.The number of real solution of equation (((()))) x x x cos e 2 2− − = + = +:

A0 B1 C2 Dinfinite

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EnglishTGT 1999

Q132.What will be the first term of a geometric progression whose second term is 2 and the sum of Infinite terms is 8?

A6 B3 C4 D1

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EnglishTGT 1999

Q133.The sum of n terms of 1 3 7 15...... 2 4 8 16 + + + + + + + + + + + + + + + + will be equal to.

An 2 n 1 − − B−n/1 2− Cn n 2 1 − + − D−n/2 1

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EnglishTGT 1999

Q134.If a, b, c are in A.P. then a 1 1,, bc c b will be:

AA.P. BG.P. CH.P. Dnone of these

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EnglishPGT 2011, 2010

Q135.If 1 1 1,,, b c c a a b + + + + + + + + + + + + are in A.P. then

Aa,b,c are in A.P. Ba2,b2,c2 are in A.P. C1 1 1,, a b c are in A.P. DNone of these.

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EnglishPGT 2011

Q136.If a, b, c are in G.P. then a b c log,log,log λ are in.

AA.P. BG.P. CH.P DNone of these

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EnglishPGT 2011

Q137.1/ 2 1/ 4 1/ 6 1/8 1/16 x.x.x.x.x.........to ∞ ∞ ∞ is equal to:

A0 B1 Cx D∞

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EnglishPGT 2011

Q138.The sum of all two digit odd numbers is

A2475 B2530 C4905 D5049

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EnglishPGT 2013

Q139.If (m+n)th term is 16 and (m–n)th term is 4 in a G.P, then the mth term will be?.

A8 B6 C12 D10

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EnglishPGT 2013

Q140.If the arithmetic mean of two numbers is 16 and the Harmonic mean is 63 4 then their Geometric mean is:

A3 B6 3 C7 D6 7

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