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dsc-hypothesis-testing-section-recap-dc-ds-career-042219's Introduction

Section Recap

Introduction

This short lesson summarizes the topics we covered in section 20 and why they'll be important to you as a data scientist.

Objectives

You will be able to:

  • Understand and explain what was covered in this section
  • Understand and explain why this section will help you become a data scientist

Key Takeaways

Some of the key takeaways from this section include:

  • It's important to have a sound approach to experimental design to be able to determine the significance of your findings
  • Start by examining any existing research to see if it can shed light on the problem you're studying
  • Start with a clear alternative and null hypothesis for your experiment to "prove"
  • It's important to have a thoughtfully selected control group from the same population for your trial to distinguish effect from variations based on population, time or other factors
  • Sample size needs to be selected carefully to ensure your results have a good chance of being statistically significant
  • Your results should be reproducible by other people and using different samples from the population
  • The p-value for an outcome determines how likely it is that the outcome could be due to chance
  • The alpha value is the marginal threshold at which we're comfortable rejecting the null hypothesis
  • An alpha of 0.05 is a common choice for many experiments
  • Effect size measures just the size in difference between two groups under observation, whereas statistical significance combines effect size with sample size
  • A one sample t-test is used to determine whether a sample comes from a population with a specific mean.
  • A two-sample t-test is used to determine if two population means are equal
  • Type 1 errors (false positives) are when we accept an alternative hypothesis which is actually false
  • The alpha that we pick is the likelihood that we will get a type 1 error due to random chance
  • Type 2 errors (false negatives) are when we reject an alternative hypothesis which is actually true

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