What are the chances of two redheads having a redhead baby?
I'll answer
Earn 20 gold coins for an accepted answer.20
Earn 20 gold coins for an accepted answer.
40more
40more
Jacob Morris
Works at Tesla, Lives in Austin. Graduated from Texas A&M University with a degree in Mechanical Engineering.
Hello, I'm a genetics enthusiast with a keen interest in how traits are passed down through generations. When it comes to the probability of two redheads having a redhead baby, it's a bit more complex than a simple coin toss, but I'll break it down for you.
Red hair is primarily determined by a variant in the MC1R gene, which is responsible for producing melanin, the pigment that gives color to our hair, skin, and eyes. Red hair is a recessive trait, which means that an individual must inherit two copies of the variant gene—one from each parent—in order to express it.
Let's dive into the probabilities:
1. Both parents are redheads: They each have two copies of the recessive gene for red hair (since they express the trait). When they have a child, the possible combinations of genes the child could inherit are:
- RR (redhead)
- RR (redhead)
- RR (redhead)
- RR (redhead)
Since all possible combinations result in a redhead,理论上, the chances are 100% that they will have a redhead child. However, there are other genes that can influence hair color, and the actual probability might be slightly less due to these additional factors.
2. **One parent is a redhead and the other is not**: If one parent is a redhead (RR) and the other has darker hair but carries one copy of the recessive gene (Rr), the possible combinations are:
- RR (redhead)
- Rr (carrier, not a redhead)
- Rr (carrier, not a redhead)
- rr (not a redhead)
In this case, there's a 25% chance the child will be a redhead, a 50% chance they will be a carrier (Rr), and a 25% chance they will not have red hair (rr).
3. **Neither parent is a redhead but both carry the gene**: If both parents have dark hair but are carriers (Rr), the possible combinations are the same as in scenario 2, with a 25% chance of a redhead, 50% chance of a carrier, and 25% chance of a non-redhead.
4. **One parent is a carrier and the other has dark hair**: If one parent is a carrier (Rr) and the other has dark hair without the gene (rr), the child can only be a carrier (Rr) or not have red hair (rr), with no chance of being a redhead.
So, the chances of two redheads having a redhead baby are quite high, but not absolute. Other genetic factors can play a role, and environmental influences can also affect the final hair color of the child.
Red hair is primarily determined by a variant in the MC1R gene, which is responsible for producing melanin, the pigment that gives color to our hair, skin, and eyes. Red hair is a recessive trait, which means that an individual must inherit two copies of the variant gene—one from each parent—in order to express it.
Let's dive into the probabilities:
1. Both parents are redheads: They each have two copies of the recessive gene for red hair (since they express the trait). When they have a child, the possible combinations of genes the child could inherit are:
- RR (redhead)
- RR (redhead)
- RR (redhead)
- RR (redhead)
Since all possible combinations result in a redhead,理论上, the chances are 100% that they will have a redhead child. However, there are other genes that can influence hair color, and the actual probability might be slightly less due to these additional factors.
2. **One parent is a redhead and the other is not**: If one parent is a redhead (RR) and the other has darker hair but carries one copy of the recessive gene (Rr), the possible combinations are:
- RR (redhead)
- Rr (carrier, not a redhead)
- Rr (carrier, not a redhead)
- rr (not a redhead)
In this case, there's a 25% chance the child will be a redhead, a 50% chance they will be a carrier (Rr), and a 25% chance they will not have red hair (rr).
3. **Neither parent is a redhead but both carry the gene**: If both parents have dark hair but are carriers (Rr), the possible combinations are the same as in scenario 2, with a 25% chance of a redhead, 50% chance of a carrier, and 25% chance of a non-redhead.
4. **One parent is a carrier and the other has dark hair**: If one parent is a carrier (Rr) and the other has dark hair without the gene (rr), the child can only be a carrier (Rr) or not have red hair (rr), with no chance of being a redhead.
So, the chances of two redheads having a redhead baby are quite high, but not absolute. Other genetic factors can play a role, and environmental influences can also affect the final hair color of the child.
reply(1)
Helpful(1122)
Helpful
Helpful(2)
Studied at the University of Cape Town, Lives in Cape Town, South Africa.
The gene for red hair is recessive, so a person needs two copies of that gene for it to show up or be expressed. That means even if both parents carry the gene, just one in four of their children are likely to turn out to be a redhead.
2023-04-07 14:05:47
Amelia Kim
QuesHub.com delivers expert answers and knowledge to you.
The gene for red hair is recessive, so a person needs two copies of that gene for it to show up or be expressed. That means even if both parents carry the gene, just one in four of their children are likely to turn out to be a redhead.
