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¿cómo vas a descomponer esta expresión en fracciones?
:
((z+p)/(2*(z-p)))-((z-p)/(2*(z+p)))-((p)/(z-p))
((x^2-xy)/(y-1))*((y-1)/x^2)+((y-x)/(2x))
sqrt(3)*(192*sin(8*x)+6*(3*sin(8*x)+16*x*cos(8*x))/x^2+1024*x*cos(8*x)+(3*sin(8*x)^2-576*x^2*sin(8*x)^2+576*x^2*cos(8*x)^2-2048*x^3*cos(8*x)*sin(8*x)+144*x*cos(8*x)*sin(8*x))/(x^2*sin(8*x))-6*(3*sin(8*x)^2-64*x^2*sin(8*x)^2+64*x^2*cos(8*x)^2+48*x*cos(8*x)*sin(8*x))/(x^2*sin(8*x))+192*cos(8*x)^2*(3*sin(8*x)+16*x*cos(8*x))/sin(8*x)^2-32*(3*sin(8*x)^2-64*x^2*sin(8*x)^2+64*x^2*cos(8*x)^2+48*x*cos(8*x)*sin(8*x))*cos(8*x)/(x*sin(8*x)^2)+48*(3*sin(8*x)+16*x*cos(8*x))*cos(8*x)/(x*sin(8*x))+3*(3*sin(8*x)+16*x*cos(8*x))^3/(8*x^2*log(x^3*sin(8*x)^2)^2*sin(8*x)^2)+9*(3*sin(8*x)+16*x*cos(8*x))^2/(4*x^2*log(x^3*sin(8*x)^2)*sin(8*x))+12*(3*sin(8*x)+16*x*cos(8*x))^2*cos(8*x)/(x*log(x^3*sin(8*x)^2)*sin(8*x)^2)-3*(3*sin(8*x)+16*x*cos(8*x))*(3*sin(8*x)^2-64*x^2*sin(8*x)^2+64*x^2*cos(8*x)^2+48*x*cos(8*x)*sin(8*x))/(2*x^2*log(x^3*sin(8*x)^2)*sin(8*x)^2))/(x*sqrt(log(x^3*sin(8*x)^2))*sin(8*x))
log(7)/(2*log(2))
Factorizar el polinomio
:
z^3-6*z^2+21*z-26
z^3-3*z^2+7*z-5
z^2/2-2*i*z
x^3+125
Descomponer al cuadrado
:
y^4-y^2+5
y^4-3*y^2-1
-x^4-x^2+1
y^4-y^2-8
Expresiones idénticas
log(siete)/(dos *log(dos))
logaritmo de (7) dividir por (2 multiplicar por logaritmo de (2))
logaritmo de (siete) dividir por (dos multiplicar por logaritmo de (dos))
log(7)/(2log(2))
log7/2log2
log(7) dividir por (2*log(2))
Expresiones con funciones
Logaritmo log
log(14*log(2)+2*4^x*log(2))/(2*log(2))
log(x^2+8*x+21)/2+(8*atan((2*x+8)/(2*sqrt(5))))/sqrt(5)
log(3^x-3)/(3*log(3))-x/3
log(m/(m-x))/t
log(1-tan(x/2)^2+2*tan(x/2))/(4+4*tan(x/2)^4+8*tan(x/2)^2)-log(1+tan(x/2)^2)/(4+4*tan(x/2)^4+8*tan(x/2)^2)-2*tan(x/2)/(4+4*tan(x/2)^4+8*tan(x/2)^2)+2*tan(x/2)^3/(4+4*tan(x/2)^4+8*tan(x/2)^2)+4*tan(x/2)^2/(4+4*tan(x/2)^4+8*tan(x/2)^2)+tan(x/2)^4*log(1-tan(x/2)^2+2*tan(x/2))/(4+4*tan(x/2)^4+8*tan(x/2)^2)-tan(x/2)^4*log(1+tan(x/2)^2)/(4+4*tan(x/2)^4+8*tan(x/2)^2)-2*tan(x/2)^2*log(1+tan(x/2)^2)/(4+4*tan(x/2)^4+8*tan(x/2)^2)+2*tan(x/2)^2*log(1-tan(x/2)^2+2*tan(x/2))/(4+4*tan(x/2)^4+8*tan(x/2)^2)
Logaritmo log
log(14*log(2)+2*4^x*log(2))/(2*log(2))
log(x^2+8*x+21)/2+(8*atan((2*x+8)/(2*sqrt(5))))/sqrt(5)
log(3^x-3)/(3*log(3))-x/3
log(m/(m-x))/t
log(1-tan(x/2)^2+2*tan(x/2))/(4+4*tan(x/2)^4+8*tan(x/2)^2)-log(1+tan(x/2)^2)/(4+4*tan(x/2)^4+8*tan(x/2)^2)-2*tan(x/2)/(4+4*tan(x/2)^4+8*tan(x/2)^2)+2*tan(x/2)^3/(4+4*tan(x/2)^4+8*tan(x/2)^2)+4*tan(x/2)^2/(4+4*tan(x/2)^4+8*tan(x/2)^2)+tan(x/2)^4*log(1-tan(x/2)^2+2*tan(x/2))/(4+4*tan(x/2)^4+8*tan(x/2)^2)-tan(x/2)^4*log(1+tan(x/2)^2)/(4+4*tan(x/2)^4+8*tan(x/2)^2)-2*tan(x/2)^2*log(1+tan(x/2)^2)/(4+4*tan(x/2)^4+8*tan(x/2)^2)+2*tan(x/2)^2*log(1-tan(x/2)^2+2*tan(x/2))/(4+4*tan(x/2)^4+8*tan(x/2)^2)
Simplificación de expresiones
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Descomposición en fracciones simples
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log(7)/(2*log(2))
¿Cómo vas a descomponer esta log(7)/(2*log(2)) expresión en fracciones?
Expresión a simplificar:
Descomponer una fracción
Solución
Ha introducido
[src]
log(7) -------- 2*log(2)
$$\frac{\log{\left(7 \right)}}{2 \log{\left(2 \right)}}$$
log(7)/((2*log(2)))
Respuesta numérica
[src]
1.40367746102880
1.40367746102880