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Describe the roles of decomposers and explain how removing a secondary consumer would impact a food web.

Biology

ScanSolve AI Answer

Answer

8.57%\text{8.57\%}

Step-by-step solution

5 steps
  1. Answer Question 2.2.1.

    The arrows in the food web indicate the direction of energy flow from one organism to another.

  2. Answer Question 2.2.2.

    To identify the tertiary consumer, we trace food chains:

    • Grass →\rightarrow Grasshopper (primary) →\rightarrow Blue jay (secondary) →\rightarrow Owl (tertiary)
    • Grass →\rightarrow Rabbit (primary) →\rightarrow Snake (secondary) →\rightarrow Owl (tertiary)
    • Grass →\rightarrow Rabbit (primary) →\rightarrow Hawk (secondary) →\rightarrow Owl (tertiary) The Owl is a tertiary consumer in this food web.
  3. Answer Question 2.2.3.

    If all the blue jays were removed from the ecosystem:

    • The population of grasshoppers would likely increase due to a lack of their predator.
    • The owl population, which preys on blue jays, would decrease or be forced to find alternative food sources, potentially impacting other populations like snakes, rabbits, or hawks.
  4. Answer Question 2.2.4.

    Decomposers (like bacteria and fungi) break down dead organic matter (dead plants, animals, and waste products). This process returns essential nutrients to the soil, making them available for producers and completing the nutrient cycle in the ecosystem.

  5. Answer Question 2.2.5.

    To calculate the percentage of energy passed from the grasshopper to the blue jay:

    The energy at the grasshopper level is 7000 kJ7000 \text{ kJ}.
    The energy at the blue jay level is 600 kJ600 \text{ kJ}.

    The formula for percentage energy transfer is:

    Percentage=Energy at higher trophic levelEnergy at lower trophic level×100%\text{Percentage} = \frac{\text{Energy at higher trophic level}}{\text{Energy at lower trophic level}} \times 100\%

    Substitute the given values:

    Percentage=600 kJ7000 kJ×100%\text{Percentage} = \frac{600 \text{ kJ}}{7000 \text{ kJ}} \times 100\%

    Perform the calculation:

    Percentage=670×100%\text{Percentage} = \frac{6}{70} \times 100\% Percentage=335×100%\text{Percentage} = \frac{3}{35} \times 100\% Percentage≈0.085714×100%\text{Percentage} \approx 0.085714 \times 100\% Percentage≈8.57%\text{Percentage} \approx 8.57\%

    The percentage of energy passed on from the grasshopper to the blue jay is \boxed{\text{8.57%}}.

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