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The amount of energy at the fourth trophic level in the food chain: Grass \(\rightarrow\) Zebra \(\rightarrow\) Crocodile \(\rightarrow\) Vulture is 4 J. What will be the amount of energy available at the sunlight and transducer level?

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Always use the 1% rule for Sun to Producer and 10% rule for one trophic level to the next.
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Solution and Explanation

Step 1: Identify the trophic levels in the food chain.
The given food chain is:
Sunlight → Grass → Zebra → Crocodile → Vulture.

Trophic levels are:
Sunlight – source of energy.
Grass – producer (1st trophic level, transducer level).
Zebra – primary consumer (2nd trophic level).
Crocodile – secondary consumer (3rd trophic level).
Vulture – tertiary consumer (4th trophic level).

Step 2: Apply the 10% law of energy transfer.
According to the 10% law (Lindeman’s law), only about 10% of energy from one trophic level is transferred to the next level, while the remaining energy is lost as heat and metabolic activities.

Step 3: Calculate energy at the third trophic level.
Energy at the 4th trophic level (Vulture) = 4 J.
Since this represents 10% of the energy of the previous level:
Energy at the 3rd trophic level (Crocodile):
\[ 4 \times 10 = 40 \text{ J} \]

Step 4: Calculate energy at the second trophic level.
Energy at the 2nd trophic level (Zebra):
\[ 40 \times 10 = 400 \text{ J} \]

Step 5: Calculate energy at the producer (transducer) level.
Energy at the producer level (Grass):
\[ 400 \times 10 = 4000 \text{ J} \]

Step 6: Calculate energy at the sunlight level.
Only about 1% of solar energy is captured by producers during photosynthesis.
\[ \text{Sunlight energy} = 4000 \times 100 \] \[ = 400000 \text{ J} \]

Final Answer:
Energy at the transducer (producer) level = 4000 J.
Energy at the sunlight level = 400000 J.
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