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Three Numbers Are In AP Such That Their Sum Is 18 And Sum Of Their Squares Is 158. The Greatest Number Among Them Is
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Let Tr Be The Rth Term Of An AP Whose First Term Is A And Common Difference Is D. If For Some Positive Integers
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If P Th Term Of An Arithmetic Progression Is Q And The Qth Term Is P, Then 10th Term Is
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If A, B, C Are In Arithmetic Progression, Then The Value Of (a + 2b - C)(2b + C - A)(a + 2b + C) Is
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If The Sum Of 12th And 22nd Terms Of An AP Is 100, Then The Sum Of The First 33 Terms Of An AP Is
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If The Sum To 2n Terms Of An AP 2,5,8,11 Is Equal To The Sum Of N Terms Of An AP 57,59,61,63 Then N Is Equal To
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The Arithmetic Mean Of First N Odd Natural Number Is
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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 Number Of Solutions Of Log 4 ( X - 1) = Log2 ( X - 3 )
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The Value Of Log 2 20 . Log2 80 - Log2 5 . Log2 320 Is
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