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Sum Of The N Terms Of Service
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The Third Term Of A Geometric Progression Is 4. The Product Of The First Five Terms Is
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The Sum Of An Terms Of Two Arithmetic Series Are In The Ratio 2n+3:6n+5 , Then The Ratio Of Their 13th Terms Is
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If P Times Pth Term Of An A.P. Is Equal To Q Times The Qth Term Of An A.P. ,then (p+q)th Term Is
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If Tan NΦ = Tan MΦ, Then The Different Values Of Φ Will Be In
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Six Numbers Are In A.P. Such That Their Sum Is 3. The First Terms Is 4 Times The Third Term. Then The Fifth Term Is
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If Twice The 11th Term Of An A.P. Is Equal To 7 Times Of Its 21st Term, Then Its 25th Term Is Equal To
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If A, B, C Be In Arithmetic Progression,then The Value Of (a + 2b-c)(2b + C - A)(a + 2b + C) Is
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The Arthmetic Mean Of First N Natural Numbers
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Three Number Are In A.P. Such That Their Sum Is 18 And Sum Of Thier Squares Is 158. The Greatest Number Of Them Is
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A Series Whose Nth Term Is (n/x)+y, The Sum Of R Terms Will Be
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Let A1,a2,a3,........be Terms Of An A.P . If
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If 1, Log9 Further Equation Is Given Below
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