Question

Difficulty: MediumEcological Factors and Their Measurement

An ecologist measuring light penetration in a freshwater lake lowers a Secchi disc into the water and notes that it disappears at a depth of 2.5 m2.5\text{ m}. Upon slowly retrieving the disc, it reappears at a depth of 2.7 m2.7\text{ m}. What is the light transparency depth of this aquatic habitat?

  1. 2.6 m2.6\text{ m}Answer
  2. B
    5.2 m5.2\text{ m}
  3. C
    0.2 m0.2\text{ m}
  4. D
    2.5 m2.5\text{ m}

Answer

The light transparency depth of the aquatic habitat is 2.6 m2.6\text{ m}.
To determine the Secchi disc transparency limit in an aquatic ecosystem, the depth at which the disc vanishes (2.5 m2.5\text{ m}) and the depth at which it becomes visible again during ascent (2.7 m2.7\text{ m}) are averaged together: 2.5 m+2.7 m2=2.6 m\frac{2.5\text{ m} + 2.7\text{ m}}{2} = 2.6\text{ m}.

Step-by-Step Solution

1
Identify the depth of disappearance (d1d_1) and depth of reappearance (d2d_2) of the Secchi disc.
d1=2.5 md_1 = 2.5\text{ m} and d2=2.7 md_2 = 2.7\text{ m}.
Standard ecological protocol for Secchi disc measurement requires recording both depths.
2
Calculate the average (mean) depth using the formula Transparency Depth=d1+d22\text{Transparency Depth} = \frac{d_1 + d_2}{2}.
Transparency Depth=2.5+2.72=5.22=2.6 m\text{Transparency Depth} = \frac{2.5 + 2.7}{2} = \frac{5.2}{2} = 2.6\text{ m}.
Averaging accounts for parallax error and subtle light fluctuations at the water surface.

Key Concept

Secchi Disc Measurement of Aquatic Turbidity and Light Penetration
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