Solve 5x + 7 < 2 and 5x + 7 ≥ –18. For equations 1 and 2 i got: x < –1 , x ≥ –5 Is my answer x < –1 and x ≥ –5 OR x < –1 or x ≥ –5 And Why?
And what is the difference between the and & the or
@zepp
Hold on a second :)
No worries.
The difference between and / or: AND: A solution set that will work for both of them OR: The solution set of both equation, mean that you would have 2 solution sets, 1 for the first inequation, second one for the second inequation.
So you need to find the value of that satisfies both 5x + 7 < 2 and 5x + 7 ≥ –18 inequalities.
So in my case would it be And?
You made a mistake on when solving the first equation.
I just checked it, and i still got x<-1
Um, right, lemme check again.
hmk.
Okay, they are all correct, sorry.
Do you know intersection/union?
alright, no i don't know intersection/union...
Oh, it's really simple, lemme explain: I have x>4 and x<7 Let's find the union/intersection of this. |dw:1340171993058:dw| Their union would be all real numbers Their intersection would be from 4 to 7, written as ]4,7[ or 4<x<7
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