congrats and thanks for the amazing insights...

Q1. Is m^3 > m^2? 1. m > 0 2. m < 1 Is m³ > m²? For it to be true that m³ > m², m ≠ 0, implying that m²>0. Thus, we can safely divide each side of the question stem by m², knowing that the direction of the inequality will not change: m³/m² > m²/m² m > 1. Question stem rephrased: Is m > ...

Can you also please confirm as the new question now is if m > 1? So is statement 2 sufficient because it says that m < 1 which means we have a clear answer which is No. Actually the answer for this question given is C...I am just wondering as per our simplified question the answer should be B....no...

...You wrote that If m²(m - 1) > 0, then either {m² > 0 and (m - 1) > 0} or {m² < 0 and (m - 1) < 0} I am not able to understand the part I highlighted in red - how did you reach the second condition - ok may be m² < 0 because m has even power and we need to take it once positive and once negat...

My question here is whether or not we can simplify this further - m^3 > m^2? by taking everything to LHS and making RHS 0 as in - m^3 - m^2 >0 m^2 (m-1) > 0 now either m^2 > 0 or m - 1 > 0 this way the new question would be - if m > 0 or m > 1? is that ok? Yes, we can take everything to LHS and pro...

Inequality Doubts - please help

Q1. Is m^3 > m^2? 1. m > 0 2. m < 1 My question here is whether or not we can simplify this further - m^3 > m^2? by taking everything to LHS and making RHS 0 as in - m^3 - m^2 >0 m^2 (m-1) > 0 now either m^2 > 0 or m - 1 > 0 this way the new question would be - if m > 0 or m > 1? is that ok? Q2 Is 1...

what's up everyone. frequent lurker, first time poster. i started studying for the GMAT roughly 6 weeks ago with the Princeton Review free diagnostic. i graduated undergrad in december of 2007 and have not really worked with numbers in a meaningful way since. i majored in history and didn't take a ...