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The Equation E^x + X - 1 = 0 Has, Apart From X = 0
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If Y = 3^x-1 + 3^-x-1(x Real), Then The Least Value Of Y Is
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The Roots Of The Equation X^2/3 + X^1/3 - 2 = 0 Are
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The Real Roots Of The Equation X^2 + 5|x| +4 = 0 Are
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The Number Of Real Roots Of The Equation
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If The Roots Of The Quadratic Equation X^2 +px + Q = 0 Are
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If Ak = 1/k(k+1), For K =1,2,3,4,.....,n, Then
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If The Arithmetic Mean Of Two Numbers Be A And Geometric Mean Be G, Then The Numbers Will Be
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Nth Term Of The Series 1+4/5+7/5^2+10/5^3+...... Will Be
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Three Numbers From A G.P. If The 3^rd Term Is Decreased By 64, Then The Three Numbers Thus Obtained Will Constitute An A.P.
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If A Be The Arithmetic Mean Of B And C And G1,G2 Be The Two Geometric Means Between Them, Then
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The A.M., H.M. And G.M. Between Two Numbers Are 144/15,15 And 12, But Not Necessarily In This Order.
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In A G.P. The Sum Of Three Numbers Is 14, If 1 Added To First Two Numbers And Subtracted From Third Number,
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If N Geometric Means Between A And B Be G1,G2,....Gn And A Geometric Mean Be G, Then The True Relation Is
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If The First Term Of A G.P. A1,a2,a3,....... Is Unity Such That 4a2+5a3 Is Least, Then The Common Ratio Of G.P. Is
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If S1, S2, S3,.....Sm Are The Sums Of Terms Of M A.P.s Whose First Term Are 1,2,3....,m
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The Sums Of N Terms Of Three A.P.s Whose First Term Is 1 And Common Differences Are 1,2,3 Are S1, S2, S3 Respectively
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If The Angles Of A Quadrilateral Are In A.P. Whose Common Difference Is 10 Degree, Then The Angles Of Quadrilateral Are
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The Nth Term Of The Series 2/1!+7/2!+15/3!+26/4!+.....is
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For The Real Parameter T, The Locus Of The Complex Number
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If - Pie < Arg (z) < - Pie/2, Then Arg Z Not - Arg(- Z Not) Is
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