rare beneficial mutations have the ability to accumulate in an animals progeny to the point that a new trait developes and is observed.
A single mutation can provide an advantage. From there, accumulating more is straightforward, when one remembers the populations involved.
So first of all, remember that addition information with mutations happens easily due to the duplication of stretches of DNA.
Here are some basic types of mutations and how they work:
- Duplication of a stretch of DNA. This is like accidentally copying part of a book twice. Example – when making a copy of a book that has chapters 1, 2, 3,4,5,6,7,8,9,10,11, 12, you end up with a book that has chapters 1, 2, 3,4,5,6,7,3,4,5,6,7,8,9,10,11, 12
- Deletion of a base pair. AATCTGTC becomes ATCTGTC
- Addition of base pair AATCTGTC becomes ACATCTGTC
- Transposition (like a mirror) AATCTGTC becomes CTGTCTAA
To add information, first, take a functional gene, and make an extra copy using the duplication mutation. That won’t hurt the organism, since the second copy is simply redundant. Then use any of the other mutation methods so as to make the second copy do something new. The organism still has the original copy doing whatever it is supposed to do, but now has the added ability of whatever the new gene does (such as digesting nylon, as in a species of bacteria). This has been observed by scientists numerous times.
Now, with additional information appearing this way, natural selection "naturally" removes harmful mutations and accumulates the helpful ones.
Take a population of, say, 100,000 (which is really quite small, the population of deer just in Michigan is over 2,000,000 - 20 times as much). So the mutations will usually be on separate individuals, not on the same individual. Thus, the mutations will or will not be transmitted to the next generation according to the common sense observation of whether they help or hurt.
So let's try an example:
So, out of that population of 100,000 there will be around 20 to 80,000 births in one breeding season, depending on the species. (actually, it's much higher in many species that have litters of more than 2 babies). Of those 50,000 say there are 5000 harmful mutations and 50 beneficial mutations (that's 100 to 1 harmful to beneficial). So those 5,000 fail to reproduce (they're hampered by harmful mutations), the population isn't affected (only 10,000 of the babies will reproduce anyway, most just lose the competition even being unmutated), and most importantly, of course those 50 beneficial mutants are more likely to reproduce, so say that 40 of them do so, giving just 3X babies, or 120.
**
Now, next generation. Remember that you had 40 with good mutations. You get another batch of 50,000 babies, and we'll assume the same mutation rates. So that gives:
5,000 new harmful mutations.
50 new beneficial mutations
120 offspring from the previous generation's good mutations
0 offspring from the previous generation's harmful mutations
So, just like before, let's look at the competition phase next.
Those with harmful mutations fail to reproduce (they're hampered by harmful mutations), the population isn't affected (only 10,000 of all babies will reproduce anyway), and most importantly, of course those 170 beneficial mutants (120 + 50 new ones) are more likely to reproduce, so say that 150 of them do so, giving 450 babies (again, only 3X, a conservative number since it's much higher in many species).
**
Now, next generation. Remember that you had 450 with good mutations. You get another batch of 50,000 babies, and we'll assume the same mutation rates. So that gives:
5,000 new harmful mutations.
50 new beneficial mutations
450 offspring from the previous generation's good mutations
0 offspring from the previous generation's harmful mutations
So, just like before, let's look at the competition phase next.
Those with harmful mutations fail to reproduce (they're hampered by harmful mutations), the population isn't affected (only 10,000 of all babies will reproduce anyway), and most importantly, of course those 500 beneficial mutants are more likely to reproduce, so say that 400 of them do so, giving 1,200 babies (again, only 3X, a conservative number since it's much higher in many species).
**
Now, next generation. Remember that you had 1,200 with good mutations. You get another batch of 50,000 babies, and we'll assume the same mutation rates. So that gives:
5,000 new harmful mutations.
50 new beneficial mutations
1200 offspring from the previous generation's good mutations
0 offspring from the previous generation's harmful mutations
So, just like before, let's look at the competition phase next.
Those with harmful mutations fail to reproduce. Those 1,250 beneficial mutants are more likely to reproduce, so say that 1000 of them do so, giving 3,000 babies.
**
Now, next generation. Remember that you had 3,000 with good mutations. You get another batch of 50,000 babies. So that gives:
5,000 new harmful mutations.
50 new beneficial mutations
3,000 offspring from the previous generation's good mutations
0 offspring from the previous generation's harmful mutations
So, just like before, let's look at the competition phase next.
Those with harmful mutations fail to reproduce. Those 3,050 beneficial mutants are more likely to reproduce, so say that 2,700 of them do so, giving 8,000 babies.
**
Now, next generation. Remember that you had 8,000 with good mutations. You get another batch of 50,000 babies, and we'll assume the same mutation rates. So that gives:
5,000 new harmful mutations.
50 new beneficial mutations
8,000 offspring from the previous generation's good mutations
0 offspring from the previous generation's harmful mutations
So, just like before, let's look at the competition phase next.
Those with harmful mutations fail to reproduce. Those 8,050 beneficial mutants are more likely to reproduce, so say that 7,000 of them do so, giving 21,000 babies.
**
Now, next generation. Remember that you had 21,000 with good mutations. You get another batch of 50,000 babies, and we'll assume the same mutation rates. So that gives:
5,000 new harmful mutations.
50 new beneficial mutations
21,000 offspring from the previous generation's good mutations
0 offspring from the previous generation's harmful mutations
So, just like before, let's look at the competition phase next.
Those with harmful mutations fail to reproduce. Those 21,050 beneficial mutants are more likely to reproduce, so say that only 18,000 of them do so, giving 54,000 babies.
Hold on though. Our land can only support 50,000 babies per generation, so we only get 50,000 of those.
But look at what has happened! Even though there were always 100 harmful mutations to only 1 good mutation, what one would naively think is an overwhelmingly bad rate, yet at the end of the day we have seen that the good mutations have now spread to every single member of the population, and the harmful mutations are gone!
You can run this again and again with different ratios of good to bad mutations, different mutation rates, and so on. I've changed all those numbers, and you know what? Biologist have too, both by looking at different actual animal populations, and by computer simulations. Both the real world and the simulations show that same things. Those are:
1. The higher the overall mutation rate, the faster the good mutations add up.
2. The faster the reproduction, the faster the good mutations add up.
3. The rate of harmful mutations has no effect. 3 to 1 bad to good, or 20 to 1, or 50 to 1, or 100 to 1 or whatever, has no effect because the harmful mutations are removed by selection anyway. Try it for yourself and see.
4. The larger the total number of good mutations, the faster they spread though the population, but this is less important than conclusion #2.
Does that all help? Looking at it in detail shows that it's all common sense, nothing that's hard to understand.
In Christ-
Papias
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