Practical Skills Day # 7. Lesson plan
Diving into Marine Biodiversity: Understanding and Interpreting Simpson’s Index of Diversity
Marine ecosystems are teeming with diverse life forms, each playing a crucial role in maintaining the health and balance of our oceans. Measuring this biodiversity is essential for understanding the complexity and resilience of marine habitats. One powerful tool used by marine scientists to quantify biodiversity is Simpson’s Index of Diversity. In this blog post, we will explore how Simpson’s Index is used to calculate marine biodiversity and how to interpret the results to gain meaningful insights into the richness and evenness of marine life.
Objectives
- Explain how Simpson’s index of diversity is used to calculate marine biodiversity.
- Interpret the results of Simpson’s index of diversity.
Vocabulary
- Richness: the number of species in a community
- Evenness: a measure of the relative abundance of the populations of different species in an area
- Simpson’s index of diversity (D): a biodiversity measure that accounts for both species richness and evenness
Bellringer
- Bell ringer#7
- Alternative: What is biodiversity and why is it important?
Lesson Outline
- How Ocean Acidification Affects Marine Organisms-cont. (15 minutes)
- Students will conduct observations, pH measurement and record shell weight for control and experimental group.
- Students will record all data and observations.
- Start with Bell ringer#7
- Lecture/Notes (PPT – slides 36 – 41)
- this lesson covers the concept of calculating marine biodiversity using Simpson’s index of diversity.
- Simpson’s Index of Diversity (D) is a measure used to quantify the biodiversity of a habitat. It takes into account both the number of species present (richness) and the abundance of each species (evenness).
- A higher value of D (closer to 1) suggests a high level of biodiversity, indicating both a large number of different species (richness) and a balanced distribution of individuals among those species (evenness). High biodiversity is often associated with a healthy, resilient ecosystem that can better withstand environmental stressors such as pollution, climate change, and habitat destruction.
- A lower value of D (closer to 0) indicates lower biodiversity, suggesting either fewer species or a dominance of one or a few species over others. Low biodiversity may signal an ecosystem under stress, where certain species dominate due to factors like overfishing, pollution, or invasive species. Below are slides 36 and 37 of the PPT.


- Use Student Guided Notes – This year, I’m using Version B Guided Notes with my students, as I’ve noticed they benefit from having more structured support during class.
- It features fill-in-the-blank prompts for key vocabulary and concepts, making notetaking faster and more accessible, especially for English language learners or those with processing difficulties.
- Guided Practice
- Divide students into small groups and provide each group with a different set of species data from various marine habitats (see examples below)
- Each group calculates the Simpson’s Index of Diversity for their data set.
- Groups discuss their findings and what the values indicate about their habitats’ biodiversity.
| Example of ecosystem | Species Data | Answer Key |
| Example 1: Coral Reef | Species A: 10 individuals Species B: 15 individuals Species C: 5 individuals Species D: 20 individuals | N = 50 Calculate (n/N)2 for each species: Species A: 0.04 Species B: 0.09 Species C: 0.01 Species D: 0.16 Sum these values: 0.04+0.09+0.01+0.16=0.30 Apply the formula: D=1−0.30 D=0.70 Simpson’s Index of Diversity: 0.70 |
| Example 2: Kelp Forest | Species A: 30 individuals Species B: 25 individuals Species C: 15 individuals Species D: 10 individuals Species E: 20 individuals | N = 100 Calculate (n/N)2 for each species: Species A: 0.09 Species B: 0.06 Species C: 0.02 Species D: 0.01 Species E: 0.04 Sum these values: 0.09+0.06+0.02+0.01+0.04=0.22 Apply the formula: D=1−0.22 D = 0.77 Simpson’s Index of Diversity: 0.77 |
| Example 3: Mangrove Swamp | Species A: 50 individuals Species B: 10 individuals Species C: 5 individuals Species D: 5 individuals Species E: 30 individuals | N = 100 Calculate (n/N)2 for each species: Species A: 0.25 Species B: 0.01 Species C: 0.002 Species D: 0.002 Species E: 0.09 Sum these values: 0.25+0.01+0.002+0.002+0.09=0.354 Apply the formula: D=1−0.354 D=0.644 Simpson’s Index of Diversity: 0.644 |
| Example 4: Rocky Shore | Species A: 40 individuals Species B: 10 individuals Species C: 25 individuals Species D: 15 individuals | N = 90 Calculate (n/N)2 for each species: Species A: 0.198 Species B: 0.012 Species C: 0.077 Species D: 0.028 Sum these values: 0.198+0.012+0.077+0.028=0.315 Apply the formula: D=1−0.315 D=0.685 Simpson’s Index of Diversity: 0.685 |
- Independent Practice: Simpson’s Index -simulation
- Provide each student with a copy of Simpson’s Index -simulation
- Each student calculates the Simpson’s Index of Diversity.
- Students discuss their findings and what the values indicate about their habitats’ biodiversity.


Practice questions AICE style – with Answer Key


- Exit ticket
- If you opt to have students complete their notes using the Student Guided Notes format during your lecture, then use the bellringer as the exit ticket activity in class.
- If you opt to have students complete their notes using the Student Guided Notes format at home (homework), then use the following exit ticket activity:
- Questions 1-4 – page 138 (Coursebook)
Homework – high level/flipped classroom
- Version A – For High-Level Students:
Ideal for independent or advanced learners, this version requires students to copy all notes by hand as homework before class. This flipped-learning approach helps students come to class prepared, freeing up time for application activities, discussions, and AICE-style practice questions. - For this assignment have students fill in the blanks using the PPT Presentation. The Guided Notes can be found HERE.


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