SOLUTION: consider the inequality 6x + y < p. What must be true about the value of p in order for the origin to be part of the solution? a) p &#8805; 0 b) p > 0 c) p &#8804; 0

Algebra ->  Graphs -> SOLUTION: consider the inequality 6x + y < p. What must be true about the value of p in order for the origin to be part of the solution? a) p &#8805; 0 b) p > 0 c) p &#8804; 0       Log On


   



Question 826054: consider the inequality 6x + y < p. What must be true about the value of p in order for the origin to be part of the solution?
a) p ≥ 0 b) p > 0

c) p ≤ 0 d) p < 0


Answer by KMST(5328) About Me  (Show Source):
You can put this solution on YOUR website!
For the origin, point (0,0) with system%28x=0%2Cy=0%29 ,
6x%2By=6%2A0%2B0=0%2B0=0 .
We need 0%3Cp which is the same a highlight%28p%3E0%29 .