Hey, Future Biologists! 🤓 Ever wonder how scientists figure out if a population of organisms is evolving or not? Well, it's like playing a genetic game of "spot the difference," and our secret weapon is the Hardy–Weinberg equation! Let's break it down.
Equation: p² + 2pq + q² = 1
Real-World Example 🌍:
Imagine we have a population of flowers. Some have red petals (AA), some have pink petals (Aa), and others have white petals (aa). We could use the Hardy–Weinberg equation to predict how common each of these flower colors should be if there's no evolution happening!
For a population to be in genetic equilibrium (i.e., not evolving), it needs to meet all these criteria
1️⃣ No Mutation 🚫🧬
2️⃣ Random Mating ❤️🐦🐦
3️⃣ No Immigration or Emigration 🚫✈️
4️⃣ Large Population 🌍
5️⃣ No Natural Selection 🚫🏆
Dive deeper and gain exclusive access to premium files of Biology SL. Subscribe now and get closer to that 45 🌟
Hey, Future Biologists! 🤓 Ever wonder how scientists figure out if a population of organisms is evolving or not? Well, it's like playing a genetic game of "spot the difference," and our secret weapon is the Hardy–Weinberg equation! Let's break it down.
Equation: p² + 2pq + q² = 1
Real-World Example 🌍:
Imagine we have a population of flowers. Some have red petals (AA), some have pink petals (Aa), and others have white petals (aa). We could use the Hardy–Weinberg equation to predict how common each of these flower colors should be if there's no evolution happening!
For a population to be in genetic equilibrium (i.e., not evolving), it needs to meet all these criteria
1️⃣ No Mutation 🚫🧬
2️⃣ Random Mating ❤️🐦🐦
3️⃣ No Immigration or Emigration 🚫✈️
4️⃣ Large Population 🌍
5️⃣ No Natural Selection 🚫🏆
Dive deeper and gain exclusive access to premium files of Biology SL. Subscribe now and get closer to that 45 🌟