solve the compound inequality
5-3x+4 or 10≤-5x+4

Question

solve the compound inequality
5>-3x+4 or 10≤-5x+4

anonymous · Answer

Does the following look about right?

$$x\leq -\frac{6} {5}\|x>-\frac{1}{3} $$

anonymous · Answer

Does the following look about right?

$$x\leq -\frac{6} {5}\|x>-\frac{1}{3} $$

me123 · Answer

yes

me123 · Answer

is it infinity -1/3 or -1/3 infinity

anonymous · Answer

Well the result is from executing Reduce[5>-3x+4 or 10≤-5x+4,x] in Mathematica.

Have not solved inequalities manually for decades.  Not sure where infinity figures into this problem.  Is this your question or did someone else put you up to it?

me123 · Answer

this is my question from algebra

me123 · Answer

it is multiple choice and one of the answers looks like this (00-5/6) upside down u (-1/3 -00)

me123 · Answer

the 00 are infinity signs

anonymous · Answer

Looking back at the answer I would guess that -1/3 infinity is the answer because x has to be greater than -.033333 all the way to infinity if desired.

me123 · Answer

Thank you

anonymous · Answer

Thank you.