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Trigonometry
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solve the inequality -3|6-x|<-15 then graph solution
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subtract 4 from each side of the equation
where does the 4 come from?
I attached a picture of the graph
OK...let's try this again. Divide by -3 first. |6-x|<5
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After this, set the problem up this way. -5<6-x<5 -11<-x<-1 11>x>1
You'll see the picture matches this solution
omg thank you so much! I understand it now
You're welcome
@DSS: I think you made a mistake :( If you divide by a negative number, the inequal sign changes, so: -3|6-x|<-15 becomes |6-x|>5. You then can see this as: "the distance of the number x to the number 6 is more than 5. So your answer would be: x<1 or x>11
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