A few days ago
Anonymous

Please help me with this math problem: 3(x-1) > 2(x+1/2)?

Please check if I did everything correctly:

Problem: 3(x-1) > 2(x+1/2)

3x-3 > 2x+1

+3 +3 (Added the 3 to the 1)

3x > 2x+4

And then would I have to do 3x/2x?? That would be 1.5…

Tthen there would be no x then…

I’m stuck here, please help! Thanks.

Top 7 Answers
A few days ago
jb

Favorite Answer

3x-3>2x+1

3x-3+3>2x+1+3

3x>2x+4-2x

3x-2x>4

x>4

you dont divide by 2x you do the opposite. since it is a positive 2x you subtract 2x on both sides leaving you with 1x or just x.

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A few days ago
rscanner
Once you have 3x > 2x + 4 just subtract 2x from both sides of the equation to get

3x – 2x > 2x – 2x + 4 or x > 4

Thanks for showing your work and not just asking someone to solve your problem for you.

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A few days ago
LuckyMe
This problem is called an inequality, that means your are not trying to get x by itself which is what you were trying to do. rather you want to get all the factor on one side of the equation and the other side would be zero. this would give you 3x-2x+4>0 which turns into x+4>0 and your answer would be x> -4, anything greater than -4 would give you a number greater than zero. i hope this makes sense. let me know if you still need help.
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A few days ago
Anonymous
Hello you were right to add 3 to both sides to get:

3x > 2x +4

but you should subtract 2x from both sides not divide.

3x > 2x + 4

-2x -2x

1x > 4 or just x>4

Hope this helps.

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A few days ago
epaphras_faith
You do the opposite but you are not done combining like items first. You are adding the 2x to the four so you need to subtract it to get it on the other side. Only then will you multiply or divide. Once you have x on one side and numbers on the other.
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A few days ago
Kiki
well it matters if you are trying to solve for x. if so here’s your answer.

1. 3x-3>2x+1

-2x -2x

_____________

1x-3>1

__+3 +3_____

Answer: 1x>4

Hope I’m right it depends on what math you’re in!!! But I think I’m right so far!! Good Hunting! ANd Score for an A+

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A few days ago
Anonymous
1.5
0