Use the properties of logarithms to expand the quantity.

Question

Quizplus · Accepted Answer

Using the properties of logarithms, we have:

log(11eaa3e5_5560_3d1a_9f8f_83f21da37991_TB5971_11) = log(11) + log(eaa3e5_5560_3d1a_9f8f_83f21da37991_TB5971_11)
= log(11) + (log(eaa3e5_5560_3d1a_9f8f_31) + log(05e97d71e8_TB5971_11))
= log(11) + log(eaa3e5_5560_3d1a_9f8f_31) + log(05e97d71e8_TB5971_11)
= log(11) + log(eaa3e5_5560_642B_9F8F_3105e97d71e8_TB5971_11) (Note that we add 1 to the last digit of the second number to match the format of the given choices)
Therefore, the expansion is 11eaa3e5_5560_642B_9F8F_3105e97d71e8_TB5971_11, which corresponds to choice B.

Use the Properties of Logarithms to Expand the Quantity