Solve for \( b \). \[ b-10=a \] \( b=\square \)

To solve for \( b \) in the equation \( b - 10 = a \), you simply need to isolate \( b \). You can do this by adding 10 to both sides of the equation. So, \( b = a + 10 \). Now you have \( b \) expressed in terms of \( a \)! It's like a little math dance where you're just shifting things around to find out what \( b \) is when you know \( a \). So if you know a value for \( a \), plug it in and there you go! Next, remember that understanding how to manipulate equations can come in handy in real life too, like budgeting or planning where you need to adjust your variables to arrive at your desired outcome. It's all about balance!