Himpunan penyelesaian dari 12logx2>12log (8x−7)^{\frac{1}{2}}\log x^2>^{\frac{1}{2}}\log\ \left(8x-7\right)21logx2>21log (8x−7) adalah ....
HP={x ∣ 78<x<7}HP=\left\{x\ |\ \frac{7}{8}<x<7\right\}HP={x ∣ 87<x<7}
HP={x ∣ 1<x<7}HP=\left\{x\ |\ 1<x<7\right\}HP={x ∣ 1<x<7}
HP={x ∣ 78<x<1}HP=\left\{x\ |\ \frac{7}{8}<x<1\right\}HP={x ∣ 87<x<1}
HP={x ∣ 78<x<1 dan x>7}HP=\left\{x\ |\ \frac{7}{8}<x<1\ dan\ x>7\right\}HP={x ∣ 87<x<1 dan x>7}
HP={x ∣ x<7}HP=\left\{x\ |\ x<7\right\}HP={x ∣ x<7}