2. Graph 4x-3 = -3, and 4x+2 = -14.
4x-3 = -3. X = 0.
4x+2 = -14. X = -4.
Plotting points: X = -4, and X = 0.
All points BETWEEN -4 and 0 should satisfy both inequalities.
3. Graph 2(3x-3) = 6, and 2
93x-4) = -8
1.x<5 and x ≥ 0
[0, 5) what will be the plotting points on a number line.
2. 4x-3<-3 and 4x+2>-14
(-4,0) what will be the plotting points on a number line.
3.2(3x-3)≥ 6 and 2(3x-4)less than sign or eaual to -8
Solution is false what will be the plotting points on a number line.
4. 4x-3\le 2x+7\:and\:5x\:-2\:>2x-17
(-5, 5] what will the plotting points on the number line.
5. \left(0\le \:2x+4\right)\quad \mathrm{and}\quad \left(2x+4<14\right) what will the plotting points on a the numberline.
2 answers
3. Graph 2(3x-3) = 6, and 2(3x-4) = -8.
2(3x-3) = 6, X = 2.
2(3x-4) = -8, X = 0.
4. Sorry! but this one makes no sense to me.
2(3x-3) = 6, X = 2.
2(3x-4) = -8, X = 0.
4. Sorry! but this one makes no sense to me.