Start logic with four visible rows, not with symbols.

Example

Start logic with four visible rows, not with symbols.

highlighted = computed this step

Build the concrete table

Compute the highlighted logic-table value.

A=0 B=0NOT A=1 AND=0 OR=0\begin{array}{c|c}\text{A=0 B=0}&\hlmath{\text{NOT A=1 AND=0 OR=0}}\end{array}

Build the concrete table

Compute the highlighted logic-table value.

A=0 B=0NOT A=1 AND=0 OR=0A=0 B=1NOT A=1 AND=0 OR=1\begin{array}{c|c}\text{A=0 B=0}&\text{NOT A=1 AND=0 OR=0}\\\text{A=0 B=1}&\hlmath{\text{NOT A=1 AND=0 OR=1}}\end{array}

Build the concrete table

Compute the highlighted logic-table value.

A=0 B=0NOT A=1 AND=0 OR=0A=0 B=1NOT A=1 AND=0 OR=1A=1 B=0NOT A=0 AND=0 OR=1\begin{array}{c|c}\text{A=0 B=0}&\text{NOT A=1 AND=0 OR=0}\\\text{A=0 B=1}&\text{NOT A=1 AND=0 OR=1}\\\text{A=1 B=0}&\hlmath{\text{NOT A=0 AND=0 OR=1}}\end{array}

Build the concrete table

Compute the highlighted logic-table value.

A=0 B=0NOT A=1 AND=0 OR=0A=0 B=1NOT A=1 AND=0 OR=1A=1 B=0NOT A=0 AND=0 OR=1A=1 B=1NOT A=0 AND=1 OR=1\begin{array}{c|c}\text{A=0 B=0}&\text{NOT A=1 AND=0 OR=0}\\\text{A=0 B=1}&\text{NOT A=1 AND=0 OR=1}\\\text{A=1 B=0}&\text{NOT A=0 AND=0 OR=1}\\\text{A=1 B=1}&\hlmath{\text{NOT A=0 AND=1 OR=1}}\end{array}
logic-computation Every row is intentionally ordered and pinned to the lesson specification.