Otras calculadoras

• Derivada de una función implícitamente dada
• Derivada de una función paramétrica
• Derivada parcial de la función
• Análisis de la función gráfica
• Integrales paso a paso
• Ecuaciones diferenciales paso a paso
• Límites paso por paso

• ¿Cómo usar?

• Derivada de:
• Derivada de log10
• Derivada de y(x)=(5x^3+2x^2+3x-1)/2
• Derivada de y=e^5x
• Derivada de y=5x^2-4x+1
• Integral de d{x}:
• log10

• Expresiones idénticas

• log10
• logaritmo de 10

• Expresiones semejantes

• log10(x)
• x*log10(x)
• log10(3x+1)
• log10x
• е^(log10(arctan3x))
• y=(x)*x^(1/2)*(3log10-2)
• y=x*(x^(1/2))*(3log10-2)
• y=(x)*(x^(1/2))*(3log10-2)
• y=x*x^(1/2)*(3log10-2)
• y=ulog10(x)
• y=sqrt(x)*log10(x)
• y=log10(x)
• y=log10(x^6)
• y=(log10x)^x²
• y=log10(x+5)^5-5x
• y=log10(x+2)*tan(x/2)^2
• y=log10(x+2)tan(x/2)^2
• y=log10*+3*
• y=log10(3(e^x+1)^2)
• y=log102/2^x
• y=log10cos3x
• y=√log10(6x-1)
• y=log10sin2x
• y=log10(x^2-1)+4x
• y=log10(e^x+1)
• y=log10tan2x
• y=log10^2(2x+1)
• y=log10(1-x^2)
• y=log10(e^x+sqrt(a^2-x^2))
• y=log100x
• y=log10(1-4tan×)
• y=log10tan4x^2
• y=log10(4)
• y=log10[(1+x)/(1-x)]^1/2
• y=log10(x-2)*arcsin^5x
• y=[log10(1+x)/(1-x)]^1/2
• y=log10(2x)
• y=ctg^7*(log10(3x))
• y=cos^4(log10(x))
• y=cos^4(log10x)
• y=7log10(x)+4ctg(x)
• y=2log10(10x)
• y=(2log10(3x-10))/(x+5)^7
• y=11x-log10(x+4)^11-3
• (x*x^1/2)/(log10(2x+3))
• x-sqrt(log10(x+2))
• x*sqrt(log10(x))
• x*sinx+log10(1+x)^3
• x^m*log10(x)
• x*(log(2x+4)/log10)
• xlog10(x)
• x/log10(x)
• x+log10(x)
• x*log10(x)-1.2
• x*log10(x)-1,2
• x+log10(x)-0.9
• x+log10(x)-0.5
• x*log10(x)+x
• x+log10(x)-0,5
• xlog10x
• x/log10x
• x^log10(x^3+2)
• (x)*log10(x)
• (x*log10+x*sin)/e^x
• x*(log10*x-1)
• x^log10x
• x*log10(x-2)
• x*(log10(x+2))+x*x-1
• x+log10(x)-0.45
• x*log10(x+2)+x*x-1
• x*log10x
• x*log10*x
• xlog10x+2^x
• x*log10(2x-1)
• x*log10(2x)
• x*log10(x+1)-1
• x+log10(x)-0.6
• x/log10
• -x*log10(2*x)
• x*log10(sqrt(3x+1))
• x/(log10)
• x*log10(5-4x^2)
• x+log10(x)+0.5