El profesor se sorprenderá mucho al ver tu solución correcta😉
/ 2 \ log(1/2)*\x - 3*x/ = -2
a*x^2 + b*x + c = 0
D = b^2 - 4 * a * c =
(3*log(2))^2 - 4 * (-log(2)) * (2) = 8*log(2) + 9*log(2)^2
x1 = (-b + sqrt(D)) / (2*a)
x2 = (-b - sqrt(D)) / (2*a)
suma
______________ ______________ 3 \/ 8 + log(512) 3 \/ 8 + log(512) - + ---------------- + - - ---------------- 2 ________ 2 ________ 2*\/ log(2) 2*\/ log(2)
=
3
producto
/ ______________\ / ______________\ |3 \/ 8 + log(512) | |3 \/ 8 + log(512) | |- + ----------------|*|- - ----------------| |2 ________ | |2 ________ | \ 2*\/ log(2) / \ 2*\/ log(2) /
=
-2 ------ log(2)
-2/log(2)
______________ 3 \/ 8 + log(512) x1 = - + ---------------- 2 ________ 2*\/ log(2)
______________ 3 \/ 8 + log(512) x2 = - - ---------------- 2 ________ 2*\/ log(2)
x2 = -sqrt(log(512) + 8)/(2*sqrt(log(2))) + 3/2