Penyelesaian dari 2(p−1)+3≥3p−72(p-1)+3 \ge 3p-72(p−1)+3≥3p−7 adalah....Bab: Persamaan Linear Satu Variabel (PLSV)Pelajaran: MatematikaKelas: 7Tanggal: 31 Jul 2021Penyelesaian 2(p−1)+3≥3p−72p−2+3≥3p−72p+1≥3p−71+7≥3p−2p8≥xataux≤8\begin{aligned} 2(p-1)+3 &\ge 3p-7 \\ 2p-2+3 &\ge 3p-7 \\ 2p+1 &\ge 3p-7 \\ 1+7 &\ge 3p-2p \\ 8 &\ge x\quad \textsf{atau}\quad x &\le 8 \end{aligned}2(p−1)+32p−2+32p+11+78≥3p−7≥3p−7≥3p−7≥3p−2p≥xataux≤8