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Question
a researcher is studying the growth rate of plants under different light conditions. the data below shows the average plant height (in cm) measured every two days over a 10 - day period for plants exposed to natural sunlight and those exposed to artificial light.
day | natural sunlight (cm) | artificial light (cm)
0 | 5.0 | 5.0
2 | 7.5 | 6.8
4 | 11.0 | 9.2
6 | 15.5 | 12.7
8 | 21.0 | 17.5
which statement is a hypothesis that would best address the question, are fewer monarchs migrating to mexico because many are dying as caterpillars from starvation?
options:
- if monarch caterpillars are dying from starvation, then planting more milkweed will help the population recover.
- monarch butterflies are likely migrating to different regions instead of mexico.
- if fewer monarchs are arriving in mexico, then scientists will find larger populations elsewhere.
- if monarch caterpillars are dying from starvation, then reducing predators will help the population recover.
For the Monarch Butterfly Hypothesis Question:
A hypothesis is a testable prediction. The question is about whether fewer monarchs migrating to Mexico is due to caterpillars dying from starvation. The hypothesis should link the cause (starvation) to the effect (fewer monarchs migrating) or a solution. The option "If monarch caterpillars are dying from starvation, then planting more milkweed will help the population recover" is a hypothesis as it proposes a cause - effect relationship (starvation causes decline, planting milkweed (a food source) will help recover, which relates to why fewer might migrate if they starve) and is testable. Other options either state observations or non - testable statements.
Step1: Identify initial and final height
Initial height ($h_0$) at day 0: $5.0$ cm. Final height ($h_8$) at day 8: $21.0$ cm. Time period ($t$) = 8 days.
Step2: Use growth rate formula (average growth rate = $\frac{h_f - h_i}{t}$)
Growth rate = $\frac{21.0 - 5.0}{8}$ = $\frac{16.0}{8}$ = $2.0$ cm per day.
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If monarch caterpillars are dying from starvation, then planting more milkweed will help the population recover