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Question
what property could be used to justify the statement ( r = 1 \times r )?
- multiplicative identity
- distributive property
- multiplicative inverse
- associative property of multiplication
The multiplicative identity property states that any number multiplied by 1 remains unchanged. In the statement \( R = 1\times R \), multiplying \( R \) by 1 (the multiplicative identity element for real numbers) gives back \( R \), which matches the multiplicative identity property. The distributive property involves distributing a factor over a sum/difference, the multiplicative inverse is about a number and its reciprocal multiplying to 1, and the associative property of multiplication is about the grouping of factors in a product, none of which apply here.
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A. Multiplicative identity