H5P activities list
This book includes 70 H5P activities. Only those which have been inserted into book content will be included if the book is cloned.
ID | Title | Activity type | Show/Hide |
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41 | What does the shape of the histogram tell us about the data? | Essay | |
44 | What might the histogram of finishing times for a 10 kilometer public race look like? This is not a professional race. It's open to the public. So, what might that histogram look like? | Question Set | |
45 | What might the distribution of incomes in a city like Seattle WA look like? | Question Set | |
46 | What might the distribution of a set of randomly chosen numbers from 0 to 100 look like? | Question Set | |
47 | Are the two peaks (modes) meaningful? Could they be a result of smaller or larger events? Or might these peaks (modes) be due to chance? | Essay | |
48 | What do you imagine the circles to represent? | Essay | |
49 | What might it mean when the circles overlap? | Essay | |
50 | Comparing Box-Plot and Histogram | Question Set | |
51 | What's the probability of the probability space? | Question Set | |
52 | What are all the outcomes for the event that we roll a 4 using two dice? | Question Set | |
53 | Venn Diagram Probabilities For Dice Rolls | Question Set | |
54 | Probabilities for Venn diagram | Question Set | |
55 | Probabilities using a histogram | Question Set | |
56 | Probabilities using the concept of random selection with the histogram | Question Set | |
57 | Using Conditional Probability | Question Set | |
58 | Calculate the probability of getting at least one 7 in four rolls of the dice. | Question Set | |
59 | What percentage of students who are employed full-time post graduation are RTC students? | Question Set | |
60 | Questions about approximations to the probability of two different events using the contingency table. | Question Set | |
61 | Rossman/Chance Applet - Sampling Distribution of the Mean | Iframe Embedder | |
62 | Normal Calculations | Question Set | |