Late Submission Policy
Investigation 1 Highlights
Lab 0 Instructions
Types of Sampling in Statistics
I do not want class deadlines to cause you extreme stress or anxiety.
I offer 3 “grace days” – days to turn in the assignment late without a penalty.”
These can be used ONLY on weekly assignments, lab assignments and investigation assignments (a single group member must be willing to use one of their grace days for the entire group), but NOT exams or the midterm group project.
These “grace days” can be used all at once on a single assignment or used on separate assignments throughout the quarter. Simply add a comment on the assignment in Canvas BEFORE THE DEADLINE.
After the expiration of your ‘grace days,’ a 10% grade reduction will be applied for each day that the assignment is overdue.
Late submissions will not be accepted after one week from the original due date.
Resubmitting assignments is not allowed.
Install R: Yes, you do need to download and install R even if you have downloaded before. There is a newer version and it is free.
Install RStudio: Yes, you do need to download and install RStudio even if you have downloaded before. There is a newer version. Download the free Desktop version.
After installation, try the following test and contact if you need help.
The terms that we saw in Investigation 1 were:
Important
Be cautious when handling data collected in a haphazard manner.
While such evidence may be authentic and verifiable, it often represents exceptional cases rather than forming a reliable basis for general conclusions.
Important
The Presence Confounding Variables: Observational studies may lead to misinterpretations due to the presence of confounding variables.
The context in which data collected is crucial in statistics. It alerts us to potential effects of other factors.
Data analysis without reference to context is considered meaningless.
Light and exam performance. A study was designed to test the effect of light levels on the exam performance of students. The treatments included fluorescent overhead lighting, yellow overhead lighting, and no overhead lighting (only desk lamps). The researchers randomly assigned students to each light level and found a discernible difference in exam performance based on the varying light levels.
The design of this experiment allows for the investigation of the interaction between two factors:
light level and exam performance.
In this scenario, researchers applied the conditions—specifically, different light levels to the subjects, which were Homo sapiens.
By randomly assigning treatments to the subjects, we can address the issue of confounding that complicates observational studies, thereby expanding the scope of conclusions we can draw from the research.
Randomized Experiments as the Pinnacle in Scientific Inquiry: Randomized experiments are often regarded as the pinnacle in scientific investigation due to their ability to overcome confounding.
Randomized experiments are generally built on four principles.
We can reduce bias in experimental studies by employing:
Placebos are commonly administered to human subjects in experiments, often in the form of an inert substance like a sugar pill.
The well-documented placebo response illustrates that individuals frequently exhibit positive reactions to any treatment, even when it lacks active ingredients.
In many cases, a placebo leads to a subtle yet genuine improvement in patients, a phenomenon known as the placebo effect.
If researchers keep patients unaware of their treatment, the study is termed blind.
When both researchers and patients remain unaware of the individuals in the treatment groups, it is referred to as double-blind.
population: consists of all subjects/participants/observational unit of interest (e.g., all squirrels in Cal Poly)
sample: a subset of a population with size n.
Generally, we would like to estimate something or make inferences about something that we want to know by selecting a sample from the population of interest.
e.g. Eighteen (n = 18) squirrels lived in Cal Poly.
If a sample is determined through simple random sampling, it means that
To be able to gain benefit from employing randomness, we generally use tools to eliminate bias.
Here are the steps for choosing a random sample of n observational units from a population of interest.
OR
Of course, there are other random sampling options that are not simple. Two of them are: