True or False? $$\log _ { a } 7 = \log _ { 7 } a$$

Name: True or False? \[\log _ { a } 7 = \log _ { 7 } a\]
Brand: Quizplus
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Question

Quizplus · Accepted Answer

$\log_{a}7$ represents the exponent to which we must raise $a$ to get $7$, whereas $\log_{7}a$ represents the exponent to which we must raise $7$ to get $a$. These two exponents are generally not equal unless $a=7$. Therefore, the statement is false.

True or False log⁡a7=log⁡7a\log _ { a } 7 = \log _ { 7 } aloga​7=log7​a

True or False $\log _ { a } 7 = \log _ { 7 } a$