Contents:
1. Mathematics ,Grade 8, Quarter 4 - Module 1: Illustrating Theorems on Triangle Inequalities.
2. Mathematics ,Grade 8, Quarter 4 - Module 2: Applying Theorems on Triangle Inequalities.
3. Mathematics ,Grade 8, Quarter 4 - Module 3: Proving Inequalities in a Triangle.
4. Mathematics ,Grade 8, Quarter 4 - Module 4: Proving Properties of Parallel Lines Cut by a Transversal.
5. Mathematics ,Grade 8, Quarter 4 - Module 5: Determining the Conditions under which Lines and Segments are Parallel or Perpendicular.
6. Mathematics ,Grade 8, Quarter 4 - Module 6: Illustrating an Experiment, Outcome, Sample Space and Event.
7. Mathematics ,Grade 8, Quarter 4 - Module 7: Counting Methods and Techniques in an Experiment.
8. Mathematics ,Grade 8, Quarter 4 - Module 8: Finding the Probability of a Simple Event.
9. Mathematics ,Grade 8, Quarter 4 - Module 9: Illustrating Experimental Probability and Theoretical Probability.
10. Mathematics ,Grade 8, Quarter 4 - Module 10: Solving Problems Involving Probabilities of Simple Events.
Objective
Curriculum Information
Education Type
K to 12
Grade Level
Grade 8
Learning Area
Mathematics
Content/Topic
Statistics and probability
Intended Users
Educators, Learners
Competencies
Illustrates an experiment outcome sample space and event
Counts the number of occurrences of an outcome in an experiment a table b tree diagram c systematic listing and d fundamental counting principle
Finds the probability of a simple event
Illustrates an experimental probability and a theoretical probability
