i am having trouble with solving inequalitys... how do you solve t+6>-3
Assign a value to t as long as that value keeps the statement true, then it is correct. t in this would be anything greater than -9 to solve it it would look like:
t+6>-3
-6 -6
t>-9
t + 6 > -3
add -6 to both sides
t > -9
To solve the inequality t + 6 > -3, follow these steps:
Step 1: Start by subtracting 6 from both sides of the inequality:
t + 6 - 6 > -3 - 6
t > -9
Step 2: This means that t is greater than -9. So, the solution to the inequality is t > -9.
To verify the solution, you can choose any value greater than -9 for t and substitute it back into the original inequality. If the inequality holds true, then the solution is correct.
For example, let's choose t = 0:
0 + 6 > -3
6 > -3
Since 6 is indeed greater than -3, the inequality holds true, confirming that t > -9 is the correct solution.