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²log x = 5 + ²log y (substitusikan ²log x ke persamaan atasnya)
²log x + ²log y³ = 13
⇔ 5 + ²log y + ²log y³ = 13
⇔ ²log y + ²log y³ = 8 *²log y³ = 3 ²log y
⇔ ²log y + 3 ²log y = 8
⇔ 4 ²log y = 8
⇔ ²log y = 2
⇔ y = 4 (substitusi lagi ke persamaan lagi)
²log x + ²log y³ = 13
²log x + ²log 4³ = 13 *²log 4³ = ²log ((2²)³) = ²log 2^6 = 6
²log x + 6 = 13
²log x = 7
x =
x + y =
+ 4 = 132