Question

Which of the following are solutions to the inequality below? Select all that apply.

4 +
t
> 5
T=5T=10T=11T=6

Answer 1

To solve the inequality \( 4 + t > 5 \), we can isolate \( t \) by subtracting 4 from both sides:

\[
t > 5 - 4
\]

This simplifies to:

\[
t > 1
\]

Now we can evaluate the options provided (T = 5, T = 10, T = 11, T = 6) to see which ones satisfy the inequality \( t > 1 \):

- \( T = 5 \): \( 5 > 1 \) (True)
- \( T = 10 \): \( 10 > 1 \) (True)
- \( T = 11 \): \( 11 > 1 \) (True)
- \( T = 6 \): \( 6 > 1 \) (True)

All of the given options (T = 5, T = 10, T = 11, T = 6) are solutions to the inequality \( 4 + t > 5 \).