Impara online a risolvere i problemi di passo dopo passo. ln(_)10x^2=5. Applicare la formula: a^nx=b\to x=a^{-n}b, dove a^n=x^2, a=x, b=5, x=10\ln\left(_\right), a^nx=b=10\ln\left(_\right)x^2=5, a^nx=10\ln\left(_\right)x^2 e n=2. Applicare la formula: mx=ny\to \frac{m}{mcd\left(m,n\right)}x=\frac{n}{mcd\left(m,n\right)}y, dove x=\ln\left(_\right), y=x^{-2}, mx=ny=10\ln\left(_\right)=5x^{-2}, mx=10\ln\left(_\right), ny=5x^{-2}, m=10 e n=5. Applicare la formula: ax=b\to x=\frac{b}{a}, dove a=2, b=x^{-2} e x=\ln\left(_\right). Applicare la formula: \frac{x^a}{b}=\frac{1}{bx^{-a}}, dove a=-2 e b=2.

ln(_)10x^2=5