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3a-2>_2
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\(\LARGE\color{blue}{ \bf 3a-2≥ 2 }\) THIS ???
\[\frac{ 3a-2 }{ 5 }\ge2\]
this one
inequality
1) Multiply both sides times 5. 2) Add 2 to both sides 3) divide both sides by 3.
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\[15a-10\ge 10\]
No, when you multiply the left side by 5, the five on the bottom would cancel and you will have 3a-4 without a fraction, and on the right side you will get 2 times 5, which is 10.
not 3a-4, 3a-2...
how did you get 4?
3a-2≥10
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got it thanks!!
This is after the first step \(\large\color{black}{ \bf 3a-2≥10 }\) add 2 to both sides.
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