1. What is the range half-life of the element Lokium?
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2 points
1-3 trials
4-7 trials
11-12 trials
The range half-life of the element Lokium is 4-7 trials.
2. In the graph above, after which trial was the half-life of Lokium reached? (HINT: Trial 1 started with 60 dice)
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2 points
Trial 12
Trial 6
Trial 1
Trial 9
Based on the given information that Trial 1 started with 60 dice, the half-life of Lokium was reached after Trial 6.
3. How do the graphs resulting from your 2 sets of trials compare?
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1 point
The graphs are vastly different, the 2 half-lives not even close
The graphs are very similar, the 2 half-lives are close
The graphs are exactly the same , the 2 half-lives identical
The graphs are very similar, the 2 half-lives aren't close at all
Based on the given options, it is not clear what the "2 sets of trials" refer to. Therefore, it is not possible to determine how the graphs resulting from the trials compare.
To determine the range half-life of the element Lokium, we need to understand what half-life means in the context of radioactive decay. The half-life of an element is the time it takes for half of the radioactive material to decay or lose its radioactivity.
Since you mentioned "trials," it appears that you have information about the decay rate of Lokium through a series of experiments. The range half-life refers to the range of values observed for the half-life across multiple trials.
Now, let's look at the options you provided:
1-3 trials: If you have conducted 1-3 trials, you will have obtained a few different values of half-life for Lokium. The range half-life would be the minimum and maximum values obtained from your trials.
4-7 trials: With 4-7 trials, you would have a larger sample size and more data points. Calculate the range half-life by finding the minimum and maximum values of half-life from your trials.
11-12 trials: If you have conducted 11-12 trials, you will have a relatively large set of data. Calculate the range half-life by finding the minimum and maximum values of half-life from your trials.
To summarize, the range half-life of the element Lokium depends on the number of trials conducted. The more trials you have, the more precise and accurate your estimate of the range half-life will be.