- Parentheses and fraction bars: There are none in this example.
- Exponents: There are none in this example.
- Multiplication and division: Do the single division $6/3$:$\color{indianred}{6/3} + 4 - 1 = 2 + 4-1$.
- Addition and subtraction: Do the remaining additions and subtractions from left to right:$\color{indianred}{2+4} - 1 = 6 - 1 = 5$.

- Parentheses and fraction bars: First calculate the value of the entire quantity in parentheses (using the the order of operations as necessary).$\color{indianred}{6/(4-6)} \times 2 -2^3 = 6/(-2) \times 2 -2^3$.
- Exponents: Raise all numbers to the indicated powers.$6/(-2) \times 2 -\color{indianred}{2^3} = 6/(-2) \times 2 - 8$.
- Multiplication and division: Do all the multiplications and divisions from left to right:$\color{indianred}{6/(-2)} \times 2 - 8 =\color{indianred}{-3 \times 2} - 8 = -6 - 8$.
- Addition and subtraction: Do the remaining additions and subtractions from left to right:$\color{indianred}{-6 - 8} = -14$.

Calculate $%0$.

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Calculate $%1$.

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Calculate $%2$.

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Calculate $%3$.

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Calculate $%4$.

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Calculate $%5$.

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Calculate $%6$.

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