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1+1/3x + 1.4/3.6x^2 + 1.4.7/3.6.9x^3 +..... Is Equal To
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The Sum Of 1 + N(1-1/x) + N(n+1)/2! (1-1/x)^2 +.....
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If |x|< 1, Then The Value Of
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If |x|> 1, Then (1+x)-2 =
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The Coefficient Of X^3 In The Expansion Of (1+3x)^2/1-2x Will Be
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1/(x^2 + 1/x)^4/3 Can Be Expanded By Binomial Theorem, If
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In The Expansion Of (1+x/1-x)^2, The Coefficient Of X^n Will Be
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1/3 Under Root 6-3x =
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The Coefficient Of X^n In The Expansion Of (1-9x+20x^2)^-1 Is
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The Greatest Integer Less Than Or Equal To
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Coefficient Of X^r In The Expansion Of ( 1-2x)^-1/2 Is
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N Sigma K=1 K(1+1/n)^k-1 =
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If (a + Bx)^-2 = 1/4 -3x +......, Then (a,b) =
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(a/a+x)^1/2 + (a/ A-x)^1/2 =
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