Tentukan solusi yang memenuhi 9x−2⋅3x>39^x-2\cdot3^x>39x−2⋅3x>3!
HP = {x ∣ x> −1, x ∈R}HP\ =\ \left\{x\ \mid\ x>\ -1,\ x\ \in R\right\}HP = {x ∣ x> −1, x ∈R}
HP = {x ∣ 0< x< 1, x ∈R}HP\ =\ \left\{x\ \mid\ 0<\ x<\ 1,\ x\ \in R\right\}HP = {x ∣ 0< x< 1, x ∈R}
HP = {x ∣ x> 1, x ∈R}HP\ =\ \left\{x\ \mid\ x>\ 1,\ x\ \in R\right\}HP = {x ∣ x> 1, x ∈R}
HP = {x ∣ < 1, x ∈R}HP\ =\ \left\{x\ \mid\ <\ 1,\ x\ \in R\right\}HP = {x ∣ < 1, x ∈R}
HP = {x ∣ x> 0, x ∈R}HP\ =\ \left\{x\ \mid\ x>\ 0,\ x\ \in R\right\}HP = {x ∣ x> 0, x ∈R}