Sr Examen
Otras calculadoras:
-
¿Cómo usar?
- Límite de la función:
-
Límite de ((1+tan(x))/(1+sin(x)))^(1/sin(x))
-
Límite de (-2+sqrt(-3+x))/(-3+sqrt(2+x))
-
Límite de (sqrt(10+x)-sqrt(4-x))/(-21-x+2*x^2)
-
Límite de ((3+7*x)/(-1+7*x))^(2*x)
-
Expresiones idénticas
- (tres *factorial(uno +n)+factorial(- uno +n))/(-factorial(- uno +n)+factorial(uno +n))
- (3 multiplicar por factorial(1 más n) más factorial( menos 1 más n)) dividir por ( menos factorial( menos 1 más n) más factorial(1 más n))
- (tres multiplicar por factorial(uno más n) más factorial( menos uno más n)) dividir por ( menos factorial( menos uno más n) más factorial(uno más n))
- (3factorial(1+n)+factorial(-1+n))/(-factorial(-1+n)+factorial(1+n))
- 3factorial1+n+factorial-1+n/-factorial-1+n+factorial1+n
- (3*factorial(1+n)+factorial(-1+n)) dividir por (-factorial(-1+n)+factorial(1+n))
-
Expresiones semejantes
- (3*factorial(1+n)+factorial(-1+n))/(-factorial(-1-n)+factorial(1+n))
- (3*factorial(1+n)+factorial(-1+n))/(-factorial(1+n)+factorial(1+n))
- (3*factorial(1+n)+factorial(1+n))/(-factorial(-1+n)+factorial(1+n))
- (3*factorial(1+n)-factorial(-1+n))/(-factorial(-1+n)+factorial(1+n))
- (3*factorial(1-n)+factorial(-1+n))/(-factorial(-1+n)+factorial(1+n))
- (3*factorial(1+n)+factorial(-1+n))/(-factorial(-1+n)-factorial(1+n))
- (3*factorial(1+n)+factorial(-1-n))/(-factorial(-1+n)+factorial(1+n))
- (3*factorial(1+n)+factorial(-1+n))/(factorial(-1+n)+factorial(1+n))
- (3*factorial(1+n)+factorial(-1+n))/(-factorial(-1+n)+factorial(1-n))
-
Expresiones con funciones
- factorial
- factorial(-1+x)
- factorial(n)^2*(1+5^n)*factorial(2+2*n)/((1+5*5^n)*factorial(2*n)*factorial(1+n)^2)
- factorial(a)^(-1/x)*(1+x)
- factorial(n)^2*Abs(factorial(3+3*n)/(factorial(3*n)*factorial(1+n)^3))*Abs(factorial(n))
- factorial(1+x)/(-factorial(x)+factorial(1+x))
- factorial
- factorial(-1+x)
- factorial(n)^2*(1+5^n)*factorial(2+2*n)/((1+5*5^n)*factorial(2*n)*factorial(1+n)^2)
- factorial(a)^(-1/x)*(1+x)
- factorial(n)^2*Abs(factorial(3+3*n)/(factorial(3*n)*factorial(1+n)^3))*Abs(factorial(n))
- factorial(1+x)/(-factorial(x)+factorial(1+x))
- factorial
- factorial(-1+x)
- factorial(n)^2*(1+5^n)*factorial(2+2*n)/((1+5*5^n)*factorial(2*n)*factorial(1+n)^2)
- factorial(a)^(-1/x)*(1+x)
- factorial(n)^2*Abs(factorial(3+3*n)/(factorial(3*n)*factorial(1+n)^3))*Abs(factorial(n))
- factorial(1+x)/(-factorial(x)+factorial(1+x))
- factorial
- factorial(-1+x)
- factorial(n)^2*(1+5^n)*factorial(2+2*n)/((1+5*5^n)*factorial(2*n)*factorial(1+n)^2)
- factorial(a)^(-1/x)*(1+x)
- factorial(n)^2*Abs(factorial(3+3*n)/(factorial(3*n)*factorial(1+n)^3))*Abs(factorial(n))
- factorial(1+x)/(-factorial(x)+factorial(1+x))
Límite de la función (3*factorial(1+n)+factorial(-1+n))/(-factorial(-1+n)+factorial(1+n))
Solución
Ha introducido
[src]
/3*(1 + n)! + (-1 + n)!\ lim |----------------------| n->oo\-(-1 + n)! + (1 + n)! /
$$\lim_{n \to \infty}\left(\frac{\left(n - 1\right)! + 3 \left(n + 1\right)!}{- \left(n - 1\right)! + \left(n + 1\right)!}\right)$$
Limit((3*factorial(1 + n) + factorial(-1 + n))/(-factorial(-1 + n) + factorial(1 + n)), n, oo, dir='-')
Gráfica