Wednesday, April 4, 2018
Tuesday, April 3, 2018
💗🌲🏞🌲💗REVELATION 12💗🌲🏞🌲💗 ON:"THE MEANING OF REMOVED...."💗🌲🏞🌲💗
Degrees of “Cousin-ness”
As we research our family history we often make connections with distant cousins, either through our online trees or DNA testing, who we hadn’t met before. But what is the proper term for said distant relatives? It can be confusing trying to figure it out. If your closest relative is a great grandparent, but there is one generation gap, are you third cousin? Are they removed? Let’s take a look at what those cousin terms mean, and how you can figure them out in your family tree.
Degrees of “Cousin-ness”
Terms like “first cousin” and “second cousin” refer to what I call the degrees of “cousin-ness.” It’s an indication of how close the common ancestor is to them. The further back the first common ancestor is, the larger the number.
First cousins are as close as you can be and still be cousins. It means that the closest ancestor that two people have in common is a grandparent. (If they were any more closely related, they would be siblings.) “Second cousins” means that the closest common ancestor is a great-grandparent. Third cousins, then, have a great-great-grandparent as their most recent common ancestor.
Removed Cousins
“Removed” refers to how many generations “different” two people are. Their most common ancestor might be the great-grandfather of one and the great-great-grandfather of the other. Since they’re not equally distant from the common ancestor, “removed” is a way to show how far apart they are.
An Example
In the example below, John and Mary had two sons: Adam and Abe. Adam had a daughter named Barbara; Barbara had a son Charles; and Charles had a daughter Denise. Abe had a son named Bob; Bob had a daughter Cathy; and Cathy had a son David. Let’s see how these people are related.
Barbara and Bob are first cousins. Their closest common ancestors are their grandparents (John and Mary). Barbara and Bob have the same distance from their closest common ancestors; no “removed” is necessary.
Charles and Cathy are second cousins. Their closest common ancestors are their great-grandparents (John and Mary). They, too, are the same distance away from their closest common ancestors; no “removed” is necessary.
Similarly, Denise and David are third cousins. Their closest common ancestors are their great-great-grandparents. They are the same distance apart, so we don’t need a “removed.”
Barbara and Cathy: Their closest ancestors (John and Mary) are Barbara’s grandparents, but Cathy’s great-grandparents. The one closest determines the “degree.” In this case, Barbara is closest. She’s a grandchild, so that makes the degree “first cousin.” Cathy is one generation different (she’s a great-grandchild), so we need to “remove” her once. Barbara and Cathy are first cousins, once removed.
Barbara and David are first cousins, twice removed. Barbara is still the closest, at grandchild, so it’s still a first cousin. But David is two generations different, so he needs to be “removed” twice. Put it together and you have first cousins, twice removed.
What about Charles and David? The closest relationship to the common ancestors is Charles, as a great-grandchild. That makes the “degree” second cousins. But Charles and David are one generation different, so they need to be “removed” once. Their relationship is second cousins, once removed.
Working It Out With Your Cousins
If you want to calculate relationships between two people in your family tree, you can sketch out their descent from the common ancestors (like I did with John and Mary) and see where they are.
If you’re more mathematically inclined, there is a formula you can use. Take the relationship of the closest ancestor and add 1 to the number of “greats” for the “degrees.” For example, if the closest ancestor is a great-grandparent, the degree is second cousins. Add the number of “removed” as necessary.
Many genealogy software programs, such as Family Tree Maker, allow you to choose two people in a family tree and calculate their relationship. Seeing what these terms mean and how you can calculate the relationship yourself can help you understand those relationships better.
No comments:
Post a Comment
Note: Only a member of this blog may post a comment.