Menu Close

Solve-for-x-log-log-6-x-1-64-6-

Tinku Tara 0 Comments
Pin




Question Number 160987 by cortano last updated on 10/Dec/21
Solve for x log _(log _6 (x−1)) (64) = 6
Solveforxloglog6(x−1)(64)=6
Answered by bobhans last updated on 10/Dec/21
log _(log _6 (x−1)) (64) = 6 [ log _6 (x−1)]^6 = 64 log _6 (x−1)= ± 2 (x−1)= { (6^(−2) ),(6^2 ) :}⇒ { ((x=1+(1/(36))=((37)/(36)))),((x=1+36=37)) :}
loglog6(x−1)(64)=6[log6(x−1)]6=64log6(x−1)=±2(x−1)={6−262⇒{x=1+136=3736x=1+36=37

Pin

Leave a Reply

Your email address will not be published. Required fields are marked *