Start by simplifying the innermost expression inside the brackets: \[ 6z - [4z - (10z + 3)] \] Remove the parentheses around \(10z + 3\): \[ 6z - [4z - 10z - 3] \]
Combine like terms inside the brackets: \[ 4z - 10z = -6z \] So the expression becomes: \[ 6z - [-6z - 3] \]
Distribute the negative sign to remove the brackets: \[ 6z + 6z + 3 \]
Combine the like terms: \[ 6z + 6z = 12z \] So the final expression in standard form is: \[ 12z + 3 \]
\(\boxed{12z + 3}\)
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