# Are we really late for class?

## Presentation on theme: "Are we really late for class?"— Presentation transcript:

Are we really late for class?

Our Aim, Hypothesis and Method
Aim: The aim of this study is to determine how 'on time' the watches of students are compared to those of teachers. From this data we can answer the ancient question: are we actually late to class? Hypothesis: We expect teachers to be closer to the exact time than students. This is because teachers are professionally required to be on time, and as adults are more likely to be organised in respect to time. To conduct this study, we synchronised our watch with the atomic clock from and compared it to the watches of 20 students and 5 teachers. These sample numbers reflect the proportions of students to teachers in our school.

Teacher Results This box plot visually expresses the time deviation of teachers. With no values higher than 62 or lower than -36, we can deduce that the majority of teachers than no more than one minute from the exact time. Correct time Teacher's time Time difference (secs) 2:59:50 2:59:40 -10 3:03:25 3:02:49 -36 11:40:23 11:41:35 62 11:42:24 11:42:00 -24 11:46:25 11:46:10 -15 Seconds

Student Results Correct time Student's time Time difference (secs) 11:38:00 11:36:18 18 11:38:10 11:37:10 -60 11:39:00 11:39:20 20 11:39:22 2 11:41:20 11:41:17 11:42:00 11:42:01 1 11:42:10 11:41:52 52 11:43:30 11:43:00 -30 11:46:10 11:46:30 11:44:10 -140 11:48:00 11:49:15 75 11:48:15 11:46:43 -135 11:50:35 11:51:22 87 11:50:45 15 2:53:00 2:51:26 -234 2:53:41 2:56:00 179 2:57:36 2:59:45 129 11:36:50 32 11:35:00 -65 11:37:19 11:36:10 -69 These tables and graphs display the results of our study. The box plot concisely shows the deviation of student watches from the exact time. Seconds

In Comparison This box plot shows the distribution of times displayed on the watches of teachers compared to those of students. It visually represents the comparatively low deviation of teachers when put up against students. Students Teachers Seconds

In Comparison Distribution graph of teacher time deviation and distribution These graphs and tables show the dispersion and distribution of times displayed on the watches of teachers compared to students. Seconds Distribution graph of student time deviation and distribution Teachers Students Seconds This is a predictive projection of normal distributions for teacher and student populations. The standard deviation in time is far less for teachers than it is for students, which provides greater evidence that teachers are more likely than students to have roughly accurate time. The variance, standard deviation and interquartile range in the data for students is far greater than in teachers. This supports the hypothesis that teachers are more on time than students.

In Conclusion If this experiment were conducted again, a comparison between year levels or genders might provide a more interesting basis for study. Larger population sizes would also yield better and more insightful results. From the collected data we can conclude that the watches of teachers are far closer to the exact time than the watches of students. This means that if a student is accused by a teacher of being late, they probably are!

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