Final answer:
The expression that is an expanded form of ln10⋅m is m⋅ln10.
Step-by-step explanation:
The expression that is an expanded form of ln10⋅m is option d. m⋅ln10. When we have the product of two logarithms, we can rewrite it as the logarithm of the product. So, ln10⋅m is equivalent to ln(10) + ln(m). However, option d. m⋅ln10 is the expanded form of ln10⋅m, where the order of the terms is reversed. It represents the same value as ln10⋅m, but is in a different format.