The equation you provided is:

$t = d + 5$

This equation expresses that $t$ is equal to $d$ plus 5. To understand or work with this equation further, you may:

1. Solve for $d$ by isolating it: $d = t - 5$

2. Plug in values for $d$ or $t$ to find the corresponding other value.

Would you like further details or have any specific questions?

Here are 5 questions related to the equation:

1. What happens to $t$ if $d = 0$?
2. Can you find $d$ if $t = 10$?
3. How does this equation change if you subtract 5 from both sides?
4. If $d$ increases by 2, how much does $t$ increase?
5. What would the graph of this equation look like?

Tip: Always check your equation manipulation by substituting values to verify your solution.