Is the Bermuda Triangle really a triangle? The Bermuda Triangle features vertices in Miami, Florida; Bermuda; and San Juan, Puerto Rico. Find the distances between these points and remember to keep all measures in the same units. Using what you have learned about triangles, determine if the Bermuda Triangle is really a triangle. Put the distances between each point on the Bermuda Triangle. Miami, FL to Bermuda Bermuda to San Juan, Puerto Rico San Juan, Puerto Rico to Miami, FL Apply the Triangle Inequality Theorem: Is the Bermuda Triangle really a triangle? Explain.
To determine if the Bermuda Triangle is really a triangle, we need to check if the sum of any two sides is always greater than the length of the remaining side, following the Triangle Inequality Theorem.
The distances between the points in the Bermuda Triangle are:
1. Miami, FL to Bermuda: Unknown distance (without specific information, we can't determine this at the moment)
2. Bermuda to San Juan, Puerto Rico: Unknown distance (without specific information, we can't determine this at the moment)
3. San Juan, Puerto Rico to Miami, FL: Unknown distance (without specific information, we can't determine this at the moment)
Since we don't have the specific distances between these points, we cannot apply the Triangle Inequality Theorem or determine if the Bermuda Triangle is a real triangle.