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If x<−3x < -3x<−3 and y>1,y > 1,y>1, the value of xyxyxy is:
If x<yx < yx<y and z<x,z < x,z<x, place x,y,x, y,x,y, and zzz in order from least to greatest value.
True or False?
If −x≤−7,-x \leq -7,−x≤−7, then x≤7.x \leq 7.x≤7.
Given the following inequalities, what could be true about xxx and yyy? x+y<zx + y < zx+y<z x−y>zx - y > zx−y>z z>0z > 0z>0 y<xy < xy<x
How many solutions exist for this inequality?
3x>123x > 123x>12
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