Here are the responses based on the provided questions:
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What is the range half-life of the element Lokium?
- Answer: Since I don't have specific data about Lokium, I can't give a precise answer. It's essential to refer to the simulation results or provided data about Lokium's half-life to determine the range.
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In the graph above, after which trial was the half-life of Lokium reached? (HINT: Trial 1 started with 60 dice)
- Answer: Without seeing the graph, I cannot determine the specific trial. Typically, the half-life is reached when the quantity of the substance reduces to half its initial amount. If the initial count is 60, the half-life would be reached at 30 remaining, which needs to be checked against the trial data.
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How do the graphs resulting from your 2 sets of trials compare?
- Answer: This would depend on the actual data from your experiments. If the results are consistently similar, you could say: "The graphs are very similar, the 2 half-lives are close." Conversely, if there were significant discrepancies, you might say: "The graphs are vastly different, the 2 half-lives not even close."
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What would you expect a third test to look like? Check all that apply.
- Answer: This can vary. If previous trials were consistent, you might expect “very similar half-life” and “similar graph.” If there was a lot of variation, you could expect “vastly different graph” and “completely different half-life.”
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What is the half-life of Carbon 14 according to the graph below?
- Answer: The half-life of Carbon 14 is 5730 years.
If more specific data or graphs are available, I’d be able to provide more precise answers for questions 1, 2, 3, and 4!