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- Your Results: The correct answer for each question is indicated by a. Statement 1: Theories help you make mental models of objects that cannot be seen.
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- How could you test this? Well, you could start with a null and alternative hypothesis, and then we can actually do a hypothesis test. So let's say that our null hypothesis is equal distribution, equal distribution of correct choices, correct choices. Now, what would be our alternative hypothesis? Well, alternative hypothesis would be not equal distribution, not equal distribution. Now, how are we going to actually test this? Well, we've seen this show before, at least the beginnings of the show. Biology: Prentice Hall Standardized Test Preparation Answers You have the population of all of your potential items here, and you could take a sample.
- And so let's say we take a sample of items. So n is equal to And let's write down the data that we get when we look at that sample. So this is the correct choice, correct choice. And then this would be the expected number that you would expect. And then this is the actual number. Search Results And if this doesn't make sense yet, we'll see it in a second. So there's four different choices, A, B, C, D and a sample of Remember, in any hypothesis test, we start assuming that the null hypothesis is true. So you would expect 25 times the A to be the correct choice, 25 times B to be the correct choice, 25 times C to be the correct choice, and 25 times D to be the correct choice.
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Biology Test Review Answers But let's say our actual results, when we look at these items, we get that A is the correct choice 20 times, B is the correct choice 20 times, C is the correct choice 25 times, and D is the correct choice 35 times. So if you just look at this, just look, hey, maybe there's a higher frequency of D, but maybe you'd say, well, this is just a sample. And just through random chance, it might have just gotten more Ds than not. There's some probability of getting this result, even assuming that the null hypothesis is true. Put Every Student On The Path To Success And that's the goal of these hypothesis tests, is say what's the probability of getting a result at least this extreme? And if that probability is below some threshold, then we tend to reject the null hypothesis and accept an alternative.- And those thresholds you have seen before. We've seen these significance levels. So if the probability of getting this result or something even more different than what's expected is less than the significance level, then we'd reject the null hypothesis. How do we calculate a probability of getting a result this extreme or more extreme? How do we even measure that? And this is where we're going to introduce a new statistic and also, for many of you, a new Greek letter, and that is the capital Greek letter chi, which might look like an X to you.
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But it's a little bit curvier, and you could look up more on that. You kind of curve that part of the X. But it's a chi, not an X. And the statistic is called chi-squared, and it's a way of taking the difference between the actual and the expected and translating that into a number. And the chi-squared distribution is, well, I really should say distributions are well studied. And we can use that to figure out what is the probability of getting a result this extreme or more extreme?- Download Standardized Test Prep Chemistry Chapter 4 Answers: And if that's lower than our significance level, we reject the null hypothesis, and it suggests the alternative. But how do we calculate the chi-squared statistic here? Well, it's reasonably intuitive. What we do is, for each of these categories, in this case, it's for each of these choices, we look at the difference between the actual and the expected. So for choice A, we'd say 20 is the actual minus the expected. And then we're going to square that. And then we're going to divide by what was expected. And then we're going to do that for choice B. So we're going to say the actual was 20, expected is 25, so 20 minus 25 squared, over the expected, over Plus then we do that for choice C. And then finally, for choice D, which is going to get us 35 minus 25 squared, all of that over And we are now, let's see, if we calculate this, this is going to be negative five squared.
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