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If Y = (1 + X) (1 + X2) (1 + X4), Then Dy/dx At X = 1 Is
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Lim {1 / 1 - N^2 + 2 / 1-n^2+...+ N /1 - N^2} Is Equal To
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Lim / K -> Oo (1^ + 2^3 + 3^3 +....+ K^3) Is Equal To
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0 votes1 answer179 viewsHarini 4 Years Ago
If Function F(x) Is Difference At X = A, Then
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The Function F X = In (1 + Ax) - In(1- Bx)/ X Is Not Defined
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If F : R --> R Is Such That F(1) = 3 And F (1) = 6. Then,
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Lim / X -> 0 X Log(1+3^2 / X(e ^5x -1) ) Is Equal To
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There Exist A Function F (x), Satisfying F (0) = -1 F (x), Satisfying F (0) = 1, (0) = -1
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For A Real Number Y, Let [y] Denotes The Great Est Integer Less Than Or Equal Or To Y:
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The Locus Of The Point Which Moves Such That Rhe Ratio Of Its Distance From Two Fixed Points In The Plane Is Always A Constant K (< 1) Is
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