What prediction of the optimal patch model did Tome (1988) test on ruddy ducks?
A) As travel time increases, individuals should spend more time in and harvest more items from a patch
B) Quitting harvest rates will be higher in rich compared to poor patches
C) Giving-up densities should vary with food patch quality
D) The marginal benefit of feeding should equal the missed opportunity costs of exploiting a patch
E) The cumulative gain curve should get steeper as more time is spent in a patch
Correct Answer:
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Q8: Using the information below, which item
Q9: What is the zero-one rule?
A) A prediction
Q10: What assumption did Richardson and Verbeek (1986)
Q11: What data allowed Kaspari, Chang, and Weaver
Q12: Which of the following is NOT an
Q14: According to Brown's (1988) patch-use model, what
Q15: Consider three food patches that have the
Q16: You collect giving-up density data from three
Q17: Bayesian estimation involves which of the following?
A)
Q18: What prediction did Biernaske, Walker, and Gegear
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