MEDAL!!!!! Points A, B, and C are collinear. Point B is between A and C. Solve for x. 11) AC = 3x+3, AB = -1+2x, and BC = 11. Find x. SHOW WORK
is this on that paper too?
no
damn does it say point B is half way between A and C
oh nvm, it is the same as the last one
http://cdn.kutasoftware.com/Worksheets/Geo/2-Segment%20Addition%20Postulate.pdf number 11
\[AC=AB+BC\] \[3x+3=-1+2x+11\] solve for \(x\)
lazy math teacher with dull, dumb algorithmically generated questions from kutasoftware ought to be ashamed
you need help solving that for \(x\) ?
yes
combine like terms, get \[3x+3=2x+10\] subtract \(2x\) get \[x+3=10\] then subtract \(3\) to get \(x=7\)
then plug that back in to \(3x+3\) to get \[3\times 7+3=24\]
thank you so much!!!!
yw
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