This is an interesting chapter and your students will basically like it. They will be interested in some of the pockets of genetic anomalies mentioned here.
Generally, your best bet is to present this material in outline form. The information flows quite nicely in a logical, sequential fashion.
What do you want to do about Hardy-Weinberg equilibrium? How much emphasis are you going to place on the mathematical mechanics of the equation? Lewis gives a good, solid explanation; unfortunately some of your students may panic. If you are going to concentrate on the mathematics, be certain you know exactly how the algebra works before getting into the lecture. For additional tips, see the notes below specific to Section III. Also, the answer to the To Think About question # 4 may help.
William Castle (an American) came up with the genetic/mathematical relationship found in the Hardy-Weinberg equation about the same time as Hardy and Weinberg. Some people think Castle's name should be included in the official name. You might ask your students to research this problem and propose a response.
You might wish to copy and distribute to your students the Overview of Chapter Objectives flowchart found at the beginning of this Instructor's Manual Chapter.
The material in this chapter -- actually in the whole unit -- lends itself well to the annotated outline. Such an outline could be assigned to be handed in before you lecture on the material. That way the students would have a perception of the sequence of events under consideration and the lecture itself could be used to focus on a conceptual or developmental understanding of the information (rather than on a straight chronology).
I suggest you have your students make several spontaneous lists, as mentioned below. Often this material, as interesting as it is, comes with some built-in misconceptions. By asking to students to jot down certain points as you are about to work on them, they will see where their own weaknesses are and you will be able to direct your lecture accordingly. The misconceptions will not be blown out of proportion.
The dominant is p, the recessive is q. p + q = 1; 0.5 + 0.5 = 1.0. These are just the alleles.
Squaring both sides: p2 + 2pq + q2 = 1
The sides are squared because each individual has two alleles. The p2 represents two copies of the dominant allele; pq represents the heterozygote; the q2 represents two copies of the recessive allele.
(0.5)2 + (2 * 0.5 * 0.5) + (0.5)2 = 1
After you have established the validity of the idea, you can alter your frequencies -- as Lewis does on page 405 -- and continue.
Students often forget that TWO alleles are involved for each individual.
Look at Biology in Action 20.1. Consider the Additional Topics question # 3 in Chapter 18.
Discuss the cystic fibrosis/cholera connection. Be prepared for some interesting questions. You may have to refer ahead to the opening vignette in Chapter 22. Keep the causative explanation simple. In addition to the toxin opening the channels, the additional osmotic force, the tendency toward equilibrium, causes water to move out of supposedly unaffected cells and toward cells that are losing fluid because of the toxin.
Use the board or the overhead to list causes of extinction. Try to correlate this with geologic history.
I suggest you stress Table 20.3 and that you compare and contrast the information presented there with the modern concepts of extinction. Recall that over 99% of all species that ever lived are extinct. Part of the problem is our inability to conceptualize millions and billions of years.
Ask the students to compare the differences between mass extinctions and local extinctions. This may be more difficult than it seems.
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