Putting the correct factors into a right order.
Illustrative Examples:
If in a product the constant factor is not in the front then we move it to the front. In a product if a factor is neither a multi-term expression nor a power of a multi-term expression and it stands after a multi-term expression or a power of a multi-term expression, then we move it to the front. This is done since multiplication is a commutative operation, thus the order of the factors can be arbitrary altered.
Proof
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Child types
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Pattern examples
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Practice exercises
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If in a product the constant factor is not in the front then we move it to the front. In a product if a factor is neither a multi-term expression nor a power of a multi-term expression and it stands after a multi-term expression or a power of a multi-term expression, then we move it to the front. This is done since multiplication is a commutative operation, thus the order of the factors can be arbitrary altered.
Illustrative Example:
If in a product the constant factor is not in the front then we move it to the front. In a product if a factor is neither a multi-term expression nor a power of a multi-term expression and it stands after a multi-term expression or a power of a multi-term expression, then we move it to the front. This is done since multiplication is a commutative operation, thus the order of the factors can be arbitrary altered.
Illustrative Example:
If in a product the constant factor is not in the front then we move it to the front. In a product if a factor is neither a multi-term expression nor a power of a multi-term expression and it stands after a multi-term expression or a power of a multi-term expression, then we move it to the front. This is done since multiplication is a commutative operation, thus the order of the factors can be arbitrary altered.
Illustrative Example: