Suppose juvenile red abalone Haliotis rufescens were exposed to two different experimental conditions: 1) heat stress (aka high temperatures) and 2) heat stress + starvation (aka no food). Shell lengths of each individual were obtained both before and after exposure to experimental conditions, and the difference in shell lengths were used to calculate the growth rate for each individual during the experiment. The growth rate is measured in mm/day. 10 individuals were used for each experimental treatment. Suppose a third treatment group, heat stress + medium food, was added to this experiment. What statistical test would you use to determine if the average growth rates in these three experimental conditions are significantly different?

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Suppose juvenile red abalone Haliotis rufescens were exposed to two
different experimental conditions: 1) heat stress (aka high temperatures)
and 2) heat stress + starvation (aka no food). Shell lengths of each
individual were obtained both before and after exposure to experimental
conditions, and the difference in shell lengths were used to calculate the
growth rate for each individual during the experiment. The growth rate is
measured in mm/day. 10 individuals were used for each experimental
treatment.
Suppose a third treatment group, heat stress + medium food, was added to
this experiment. What statistical test would you use to determine if the
average growth rates in these three experimental conditions are
significantly different?
Transcribed Image Text:Suppose juvenile red abalone Haliotis rufescens were exposed to two different experimental conditions: 1) heat stress (aka high temperatures) and 2) heat stress + starvation (aka no food). Shell lengths of each individual were obtained both before and after exposure to experimental conditions, and the difference in shell lengths were used to calculate the growth rate for each individual during the experiment. The growth rate is measured in mm/day. 10 individuals were used for each experimental treatment. Suppose a third treatment group, heat stress + medium food, was added to this experiment. What statistical test would you use to determine if the average growth rates in these three experimental conditions are significantly different?
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