ln(y)-1=(y/3)+(2/3) la ecuación
El profesor se sorprenderá mucho al ver tu solución correcta😉
Solución
/ / 5/3 \\ / / 5/3 \\
| |-e || | |-e ||
y1 = - 3*re|W|------|| - 3*I*im|W|------||
\ \ 3 // \ \ 3 //
y1=−3re(W(−3e35))−3iim(W(−3e35))
y1 = -3*re(LambertW(-exp(5/3)/3)) - 3*i*im(LambertW(-exp(5/3)/3))
Suma y producto de raíces
[src]
/ / 5/3 \\ / / 5/3 \\
| |-e || | |-e ||
- 3*re|W|------|| - 3*I*im|W|------||
\ \ 3 // \ \ 3 //
−3re(W(−3e35))−3iim(W(−3e35))
/ / 5/3 \\ / / 5/3 \\
| |-e || | |-e ||
- 3*re|W|------|| - 3*I*im|W|------||
\ \ 3 // \ \ 3 //
−3re(W(−3e35))−3iim(W(−3e35))
/ / 5/3 \\ / / 5/3 \\
| |-e || | |-e ||
- 3*re|W|------|| - 3*I*im|W|------||
\ \ 3 // \ \ 3 //
−3re(W(−3e35))−3iim(W(−3e35))
/ / 5/3 \\ / / 5/3 \\
| |-e || | |-e ||
- 3*re|W|------|| - 3*I*im|W|------||
\ \ 3 // \ \ 3 //
−3re(W(−3e35))−3iim(W(−3e35))
-3*re(LambertW(-exp(5/3)/3)) - 3*i*im(LambertW(-exp(5/3)/3))
y1 = -0.249284763813781 + 4.86594617752164*i
y1 = -0.249284763813781 + 4.86594617752164*i