Note that if we set log(√2)4 = x1, solving gives x1 =4 if log 1/216= x2, ⇒ x2 = −4 Also for log4 32= x3 =2.5 Combining results, x1 + x2 +x3 = 4+ (−4) −2.5 = −2.5
Note that the solution has been separated to simplify solving difficulty due to different bases.
Note that if we set log(√2)4 = x1, solving gives x1 =4 if log 1/216= x2, ⇒ x2 = −4 Also for log4 32= x3 =2.5 Combining results, x1 + x2 +x3 = 4+ (−4) −2.5 = −2.5
Note that the solution has been separated to simplify solving difficulty due to different bases.