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-3t-3(3t-4)≤-4-3(2-3t)

User DickieBoy
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2 Answers

4 votes

Explanation:


-3t-3(3t-4)\leq- 4-3(2-3t)\\\\-3t-3*(3t)-3*(-4)\leq -4-3*2-3*(-3t)\\\\-3t-9t+12\leq -4-6+9t\\\\-12t+12\leq -10+9t\\\\-12t+12+12t\leq -10+12t+9t\\\\12\leq -10+21t\\\\12+10\leq -10+21t+10\\\\22\leq 21t

Divide both parts of the equation by 21:


\displaystyle \\(22)/(21) \leq t\\\\Hence \ \ t\geq (22)/(21)


\displaystyle \\Answer: t\in[(22)/(21) ,\infty).

User Vampirewalk
by
7.7k points
4 votes

Answer: If you're solving for t

t is greater than or equal to - 2/21

Explanation:

User Plantage
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