0000:00:00:00:00Start16Number 16ExplanationThe inequality log2(x2−x)≤1\log_2(x^2 - x) \leq 1log2(x2−x)≤1 has a solution....x<0x < 0x<0 or x>1x > 1x>1−1<x<2;x≠1;x≠0-1 < x < 2; x \neq 1; x \neq 0−1<x<2;x=1;x=0−1≤x<0-1 \leq x < 0−1≤x<0 or 1<x≤21 < x \leq 21<x≤2−1≤x≤0-1 \leq x \leq 0−1≤x≤0 or 1≤x≤21 \leq x \leq 21≤x≤2−1<x<0-1 < x < 0−1<x<0 or 1≤x<21 \leq x < 21≤x<2
16Number 16ExplanationThe inequality log2(x2−x)≤1\log_2(x^2 - x) \leq 1log2(x2−x)≤1 has a solution....x<0x < 0x<0 or x>1x > 1x>1−1<x<2;x≠1;x≠0-1 < x < 2; x \neq 1; x \neq 0−1<x<2;x=1;x=0−1≤x<0-1 \leq x < 0−1≤x<0 or 1<x≤21 < x \leq 21<x≤2−1≤x≤0-1 \leq x \leq 0−1≤x≤0 or 1≤x≤21 \leq x \leq 21≤x≤2−1<x<0-1 < x < 0−1<x<0 or 1≤x<21 \leq x < 21≤x<2
