Bermuda Triangle

For over 70 years, scientists and curious investigators have been trying to solve the mystery involved with Roswell, New Mexico. Since the incident, people have been searching for answers, and most likely will not stop until the get definite ones. The Roswell UFO(unidentified flying object) crash motivated many people to search for alternative explanations to the apparent truth. People have come up with many, but the most popular ones include: The Flying Saucer Theory, The Project Mogul Theory,…

The country of natat mortem (death swims), is under the sea located in the bermuda triangle along the tropic of cancer, northwestern hemisphere, with the coordinates of 25.0000 N and 71.0000 W, elongated east to west. The climate is tropical and extremely hot throughout the year, in fact the water is in the constant state of boiling due to the tropical temperatures. Though it seems there should be no survival in the hot temperatures the genius supreme leader esther falokun developed pod like…

Slowly sinking into the Bermuda Triangle of sand, a desperate gasp for mere slivers of air escapes your mouth. Suddenly an elliptical shadow appears on the horizon; gripping it with a weak wrist, your muscles contract to push you up with all your might. As the tangled blonde strands…

A Fresh Start through the Bermuda Triangle On the 4th of November 2000.I was forced to make the biggest change of my life. I had to migrate to the US. Could you imagine how upset I was? Oh my gosh. What type of parent does that to their child? I was in denial for hours and hours. I knew this day would come, but not so fast. It’s like my life was coming to an end. In spite of how much I wanted to stay, I had to start packing. Indeed I did. My flight was set to leave the beautiful Island of…

These things don't exist in math. Math is full of "rules" that don't have exceptions. Things such as the Pythagorean Theorem will always work for right triangles. There will never be a right triangle where a^2 + b^2 does not = c^2. This is what I like about math. Math is a subject that I think would never Let me down ; It has no contradictions. It's something that's reliable and useful. I've learned that without math, life…

Big Idea: 1 Making connections during lessons in any subject are a huge benefactor for students of all ages, but especially beneficial to those of a younger age. There are many different ways you can make connections throughout lesson plans. It may be just comparing a situation to a student’s life, or it may be allowing the students to identify with your topic of interest by role-playing with them. The big idea of this lesson plan is “Making Connections.” I will be incorporating the two…

Pythagorean Theorem also known as Pythagoras’s theorem is a relation in Euclidean geometry that are the tree sides of a right triangle. It’s the sum of the areas of the two squares on the legs equals the area of the square on the hypotenuse. The equation use for it is A squared plus B squared equals C squared.The Theorem relates the lengths of the three sides of any right triangle. The theorem is named after the ancient Greek. There is evidence that indicates that Pythagorean Theorem was well-…

relate it to the area of a triangle, but later acquired the fact that the side length and height of an isosceles triangle cannot be equivalent, which meant that the area of a triangle would not fit this image. Figure 2 Created in Microsoft Paint In Figure 2, I have attempted to display an isosceles triangle to put in place of the swimmer's legs. In this image, the swimmer’s legs are represented by the side length r, along with the height of the isosceles triangle being represented with h.…

Odd numbers were thought of as female and even numbers as male.” Pythagoras’ Theorem and the properties of right-angled triangles seems to be the most ancient and widespread mathematical development after basic arithmetic and geometry, and it was touched on in some of the most ancient mathematical texts from Egypt , dating from over a thousand years earlier. One of the simplest…

to guess that based off the picture & what I know about circles I can say that all circles if this makes sense are always similar to each other & that's always no matter what the radius might be ' The steps are as follows... * Obviously draw a triangle * Insert angle bisector for each angle of the tri. Insert the lines & make sure that your long to the point where you can see the point of intersection of the 3 lines. * Based off that we can already say that Amy is definitely right & the…