EDIT: jawaban seharusnya adalah HP={ x∈R}=\left\{\ x\in R\right\}={ x∈R}
Himpunan penyelesaian dari pertidaksamaan nilai mutlak x−∣2x−4∣+1≤17x-\left|2x-4\right|+1\le17x−∣2x−4∣+1≤17 adalah ....
HP ={x∣−12≤x≤203, x∈R}=\left\{x\mid-12\le x\le\frac{20}{3},\ x\in R\right\}={x∣−12≤x≤320, x∈R}
HP ={x∣x≤203, x∈R}=\left\{x\mid x\le\frac{20}{3},\ x\in R\right\}={x∣x≤320, x∈R}
HP ={x∣x≥−12, x∈R}=\left\{x\mid x\ge-12,\ x\in R\right\}={x∣x≥−12, x∈R}
HP ={x∣2≤x≤203, x∈R}=\left\{x\mid2\le x\le\frac{20}{3},\ x\in R\right\}={x∣2≤x≤320, x∈R}
HP ={x∣x>4, x∈R}=\left\{x\mid x>4,\ x\in R\right\}={x∣x>4, x∈R}