1. 10x-3y>9 = [tex]x > \frac{9 \: + \: 3y}{10} [/tex]
2. x+3y>24 = x>24–3y
Step-by-step by explanation:
1.
[tex]10x - 3y > 9 \\ 10x \:\cancel{- 3y + 3y} > 9 + 3y \\ 10x > 9 + 3y \\ 10x/10 > 9/10 + 3y/10 \\ \underline \green{x > \frac{9 \: + \: 3y}{10} }[/tex]
2.
[tex]x + 3y > 24 \\ x +3y - 3y > 24 - 3y \\ x \: \cancel{ +3y - 3y} > 24 - 3y \\ \underline \green{x > 24 - 3y}[/tex]
[tex] \\ [/tex]
Hope it's help
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