if each parent can produce 100 genetically distinct gametes. How many children can two parents have if each is capable of producing 100 unique gametes? a. 10,000 b. 1,000 c. 200 d. 100

Every set of parents can expect to have 100 completely unique gametes. How many unique children can two parents have? 1,000,000, 1200, or 100. Okay. So, let’s set aside 100 and simplify the situation. Imagine for a moment that each set of parents contributed two unique gametes. Then, suppose this pair has a propensity for having large offspring. The offspring of a missile and a small bird will have a wide range of characteristics, one from each parent. Let’s assume he’s a guy. In addition, these are sperm cells, and they have their own unique DNA. Just to give you some ideas, here are some examples. Two of these, then, are required for a conceivable offspring to exist. The number of possible permutations. Yes, this one might be within your grasp. This one, too. There’s one. You can get this one, which is two, or this one. Thirdly, this That brings us to our final point. It’s clear there are four potential outcomes. How do we get the top four positions? Let’s see, that’s just two times two. As such, the sperm cells can go one of two ways. There are two spreadsheet choices. Which adds up to four in total. Let’s go back to square one for a moment and analyse the root of the issue. Plus, we’ve got a pretty good idea how to get sober now. This means that there are now 100 unique sperm cells and 100 unique excels of vera. You’ll need one of the eggs, too. Specifically, one of the sperm. There are one hundred possible Excel selections. That means the sperm cell has one hundred million possible outcomes. That’s tens of thousands of permutations! If you combine a single egg with a single sperm, you get 10,000 possible permutations. Then what else is there? 10,000?