Xn 2 Xn 1 Xn

If x1 less then x2 are arbitrary real no.& xn=1/2(x(n-z)+x(n-1) )then〈xn〉is convergent lim(n→∞)⁡xn=?

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If X1 Less Then X2 Are Arbitrary Real No.& Xn=1/2(x(n-z)+x(n-1) )then〈xn〉is Convergent Lim(n→∞)⁡xn=? 2.5K views • 3 years ago

Integral of x^(n-1)/(1+x^2n) (substitution)

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Integral Of X^(n-1)/(1+x^2n) (substitution) 8.7K views • 6 years ago

xn + 1=a*xn* (1-xn)

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Xn + 1=a*xn* (1-xn) 503 views •

lim x→1 (x+x²+x³+....+xⁿ)-n /x-1

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Lim X→1 (x+x²+x³+....+xⁿ)-n /x-1 2.4K views • 2 years ago

Jika rataan dari x1,x2,x3, ... ,xn adalah a, maka jumlah dari (1/3 x1+3),(1/3 x2+5), ... ,{1/3 xn...

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Jika Rataan Dari X1,x2,x3, ... ,xn Adalah A, Maka Jumlah Dari (1/3 X1+3),(1/3 X2+5), ... ,{1/3 Xn... 16 views • 11 months ago

2^n-1+2^n+1=320; find n || a very nice algebra problem || Easy trick to Solve

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2^n-1+2^n+1=320; Find N || A Very Nice Algebra Problem || Easy Trick To Solve 918 views • 8 months ago

If `x_1=1 and x_(n+1)=1/(x_n)(sqrt(1+x_n^2)-1), n gt=1` then `x_n` is equal to

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If `x_1=1 And X_(n+1)=1/(x_n)(sqrt(1+x_n^2)-1), N Gt=1` Then `x_n` Is Equal To 113 views • 6 years ago

Riemann Rearrangement Theorem: Breaking the Commutative Property

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Riemann Rearrangement Theorem: Breaking The Commutative Property 842 views • 5 years ago

Induction: Divisibility Proof example 4 (x^n - 1 is divisible by x-1)

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Induction: Divisibility Proof Example 4 (x^n - 1 Is Divisible By X-1) 25K views • 10 years ago

Solving a Pretty Exponential Equation in 2 ½ Ways

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Solving A Pretty Exponential Equation In 2 ½ Ways 31K views • 2 years ago

A sequence converges iff its tail converges (Proof) [ILIEKMATHPHYSICS]

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A Sequence Converges Iff Its Tail Converges (proof) [iliekmathphysics] 219 views • 5 months ago

Derivative of -1/(2(ln(x))^2)

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Derivative Of -1/(2(ln(x))^2) 47 views • 3 weeks ago

Ch05n1: Aitken Method and Acceleration

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Ch05n1: Aitken Method And Acceleration 12K views • 6 years ago

Solving 2^x=x+(1/x), a Non-Standard Equation

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Solving 2^x=x+(1/x), A Non-standard Equation 27K views • 2 years ago

Prove that sqrt(1+sqrt(1+sqrt(1+sqrt(...)))) = the golden ratio (ILIEKMATHPHYSICS)

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Prove That Sqrt(1+sqrt(1+sqrt(1+sqrt(...)))) = The Golden Ratio (iliekmathphysics) 3.3K views • 1 month ago

Linear Congruential Random Number Generators

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Linear Congruential Random Number Generators 52K views • 8 years ago

Analysis - Determine if the sequences defined by the recursive equations are convergent or divergent

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Analysis - Determine If The Sequences Defined By The Recursive Equations Are Convergent Or Divergent 22 views • 5 months ago

NUMERICAL METHODS | NR METHOD

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Numerical Methods | Nr Method 92 views • 6 months ago

NEWTON-RAPHSON METHOD | ROOT OF EQUATION

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Newton-raphson Method | Root Of Equation 77 views • 6 months ago

Series 4: Rearrangement

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Series 4: Rearrangement 1.8K views • 4 years ago