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Procedure To Apply For Msc. Civil Engineering In NTU Singapore
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Procedure For NRI To Get Admission In MBBS In Punjab
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The 5^th Term Of The Series 10/9 , 1/3(root20/3), 2/3 , ....is
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Geometric Mean Of 7,7^2,7^3, ....7^n Is
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The Number Are In G.P. Such That Their Sum Is 38 And Their Product Is 1728.The Greatest Number Among Them Is
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The Sum Of Few Terms Of Any Ratio Series Is 728 , If Common Ratio Is 3 And Last Term Is 486, Then First Term Of Series Will Be
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Fifth Term Of G.P. Is 2, Then The Product Of Its 9 Terms Is
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The Sum Of The First Four Term Of An A.P. Is 56. The Sum Of The Last Four Terms Is 112. If Its First Term Is 11, The Number Of Terms
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P^th Term Of The Series (3-1/n)+(3-2/n)+(3-3/n)+.....will
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If Sn Denotes The Sum Of N Terms Of An Arithmetic Progression, Then The Valu Of (S2n-Sn) Is Equal To
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The Solution Of The Equation (x+1)(x+4)(x+7)+....+(x+28)=155 Is
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The Value Of Sigma Log (a^)/(b^r-1) Is
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The Maximum Sum Of The Series 20+ 19/3 + 36/3 + ......is
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If The P^th Term Of An A.P. Be 1/q And Q ^th Term Be 1/p, Then The Sum Of Its Pq ^ Th Terms Will Be
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If Am Denotes The M^th Term Of An A.P. Then Am =
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If A,b,c Are In A.P., Then (a-c)^2 /(b^2-ac) =
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The 9th Term Of The Series 27+9 +10/2 + 18/7 +........will Be
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If The Sum Of N Term Of An A.P. Is NA+n^2B, Where A,B Are Constant, Then Its Common Difference Will Be
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If 2x, X+8, 3x+1 Are In A.P. , Then The Value Of X Will Be
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N^th Term Of Series 3.8+6.11+9.14+12.17+.....will Be
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If The First, Second And Last Term Of An A.P. Be A,b,2a Respectively , Then Its Sum Will Be
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If The First , Second And Last Terms Of An Arithmetic Series Are A, B And C Respectively Then The Number Of Terms Is
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The First Term Of An A.P. Is 2 And Common Difference Is 4 . The Sum Of Its 40 Terms Will Be
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