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The Figure Shows Two Fish Tanks, Each Having Ends of Width

question 64

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The figure shows two fish tanks, each having ends of width 1 foot. Tank A is 3 feet long while tank B is 6 feet long. Both tanks are filled with 1 foot of water. The figure shows two fish tanks, each having ends of width 1 foot. Tank A is 3 feet long while tank B is 6 feet long. Both tanks are filled with 1 foot of water. Using the notation given above, which one of the following sets of equations below is correct for this situation? A) S<sub>A</sub> = S<sub>B</sub> and B<sub>A</sub> = B<sub>B</sub> B) S<sub>A</sub> = 2S<sub>B</sub> and B<sub>A</sub> = B<sub>B</sub> C) 2S<sub>A </sub>= S<sub>B</sub> and 2B<sub>A</sub> = B<sub>B</sub> D) S<sub>A</sub> = S<sub>B</sub> and 2B<sub>A</sub> = B<sub>B</sub> E) S<sub>A</sub> = 2S<sub>B</sub> and B<sub>A</sub> = 2B<sub>B</sub> The figure shows two fish tanks, each having ends of width 1 foot. Tank A is 3 feet long while tank B is 6 feet long. Both tanks are filled with 1 foot of water. Using the notation given above, which one of the following sets of equations below is correct for this situation? A) S<sub>A</sub> = S<sub>B</sub> and B<sub>A</sub> = B<sub>B</sub> B) S<sub>A</sub> = 2S<sub>B</sub> and B<sub>A</sub> = B<sub>B</sub> C) 2S<sub>A </sub>= S<sub>B</sub> and 2B<sub>A</sub> = B<sub>B</sub> D) S<sub>A</sub> = S<sub>B</sub> and 2B<sub>A</sub> = B<sub>B</sub> E) S<sub>A</sub> = 2S<sub>B</sub> and B<sub>A</sub> = 2B<sub>B</sub> Using the notation given above, which one of the following sets of equations below is correct for this situation?

Definitions:

Difference Threshold

The smallest change in stimulation that can be noticed by an individual half of the time, also referred to as the "just noticeable difference" (JND).

Applied Of Fechner's Law

The practical application of Fechner's principle, which relates the intensity of a physical stimulus to the intensity of the sensation it produces.

Weber Fraction

A psychological principle that quantifies the perception of change in a given stimulus proportionate to the original intensity of the stimulus.

Just-Noticeable Difference

The smallest difference in stimulus intensity that a specific sense can detect.

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