To simplify the expression \(6h + 4 + 2h\), you can combine the like terms (the terms that contain \(h\)): 1. Combine \(6h\) and \(2h\): \[ 6h + 2h = 8h \] 2. Now, combine it with the constant term \(4\): \[ 8h + 4 \] So, the simplified expression is: \[ 8h + 4 \]

6h+4+2h

1 answer

To simplify the expression \(6h + 4 + 2h\), you can combine the like terms (the terms that contain \(h\)):

Combine \(6h\) and \(2h\): \[ 6h + 2h = 8h \]
Now, combine it with the constant term \(4\): \[ 8h + 4 \]

So, the simplified expression is: \[ 8h + 4 \]