Trivia Question 1: In The Tradition of the song the 12 days of Christmas if you add up all the legs and take away all the beaks what number are we left with?

The tradition of the song "The 12 Days of Christmas" is a holiday favorite that has been sung for generations. It tells the story of a person receiving various gifts from their true love over the course of twelve days. But have you ever wondered what would happen if we added up all the legs and took away all the beaks? Let's find out! In the song, the gifts include different types of birds such as partridges, turtle doves, and geese. These birds have a varying number of legs and beaks. To calculate the total number of legs, we need to count the legs of each bird and add them up. Similarly, to find the remaining number after taking away all the beaks, we need to subtract the number of beaks from the total number of birds. Starting with the partridges, they have two legs and one beak each. Since there is only one partridge mentioned, we have 2 legs and 1 beak. Moving on to the next verse, the turtle doves have two legs and one beak each as well. With two turtle doves, that gives us a total of 4 legs and 2 beaks. Continuing this pattern, we find that the geese have two legs and one beak each, just like the previous birds. There are three geese mentioned, so we have a total of 6 legs and 3 beaks. Adding up all the legs and subtracting all the beaks, we get: (2 legs + 1 beak) + (2 legs + 1 beak) + (2 legs + 1 beak) = 6 legs + 3 beaks Now, if we subtract the 3 beaks from the 9 total birds, we are left with: 9 birds - 3 beaks = 6 Therefore, the number we are left with when we add up all the legs and take away all the beaks is 6. So, next time you sing "The 12 Days of Christmas," you can impress your friends and family with this little mathematical trivia. It's a fun way to think about the song's lyrics from a different perspective. Happy holidays!