(1/36)^x-3 = 216^ (2x + 2)
Apply
1/36 = 1/6^2
216 = 6^3
Then, now us a^b^c = a^(b•c)
(1/6^2)^ -3 = ?
. = (1/6)^2•-3 = (1/6)^-6
. = 1/(1/6^6)
Here apply (1/1/A = A)
. = 6^6 = 46656
Now find
216^ (0+2) = (6^3)^2
. = 6^(3•2)
. = 6^6
. = 46656
Then in this way its demostrated that x= 0 is solution
OPTION B) {0}