According to the scale's logarithmic nature, how much brighter is an object that is five magnitudes brighter than another?
Answer
100 times brighter
A fundamental relationship in the magnitude scale is that a difference of exactly five magnitudes corresponds to a brightness ratio of precisely 100 to 1.

Related Questions
What does a lower stellar magnitude number signify?Which object is assigned a negative magnitude value in this system?Which ancient astronomer established the initial framework for classifying stars into visual magnitude classes?According to the scale's logarithmic nature, how much brighter is an object that is five magnitudes brighter than another?Approximately how much brighter is a star of magnitude +4.0 compared to a star of magnitude +5.0?What is the primary factor that Apparent Magnitude ($m$) depends on besides the star's intrinsic light output?At what standard, fixed distance is a star's Absolute Magnitude ($M$) defined as its apparent magnitude?What concept is Absolute Magnitude ($M$) used to compare directly between stars?What do filter magnitudes, such as $B$ magnitude and $V$ magnitude, allow astronomers to determine about a star?If a star has a negative $B-V$ value, what does this imply about its color and temperature?