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Solve the inequality. -x+3>7. I isolate the x, subtract -3 from both sides that gives me -x>4 but the correct answer is x<-4 why did the sign flip since I didnt multiply or divide? what am I missing?
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\[3 > 7 + x\]
\[-4 > x\]
which could be written: \[x < -4\]
how did -x become just x?
you add x to both sides of the inequality
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I was subtracting 3 from both sides
\[-2 + 6 = 4\] is the same as \[6 = 4 + 2\]
I thought I missed a step
You were doing it fine, but you want to get x by itself
So, if we did it your way, then we would multiply each side by -1
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and that should give us the same result
I think...
exactly when you multiply you have to flip the sign. I got it! Thank you
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