Question

What is the solution of the inequeality 3t+>6

Answer 1

Number of solutions: One
Actual Answer: t >2

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Good Luck!

Answer 2

Simplify it by getting the variable t on one side of the inequality alone and everything else on the opposite side.

The variable t is being multiplied by 3. Reverse the operation by dividing both sides of the inequality by 3.

3t / 3 > 6 / 3
t > 2

To be in the solution set, t has to be greater than 2.

Or in interval notation: (2, ∞)

Or in a set builder notation: {t | t ∈ R, t > 2}