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this is called a vertices.
20
Yes, midway.
equidistant from the vertices
Three
a path that starts and ends at the same vertex and passes through all the other vertices exactly once...
No, it is not true. Just think of the three vertices of a triangle.
What exactly are you trying to ask?
No way! An easy example is the centroid and circumcenter of a right-angle triangle. Circumcenter will be exactly on the middle of the hypotenuse which obviously cannot be the centroid. Centroid is the point where all three lines are connecting all the three vertices and the middle of the line opposite the respective vertex. Circumcenter is the center of the circle passing through all the vertices. As it is known, a right-angle triangle will always fall within a semicircle, meaning the circle center will always be on the middle of the hypotenuse.
There are no diagonals in any triangle. This is because any line connecting two of the vertices would actually be one of the sides. A diagonal has to run through the middle of the figure...well, not the exact center but you know what I mean :)
If by continuous, you mean is used all through your life, then yes.
The connecting rod has a "wrist pin" which goes through the side of the piston and through the connecting rod. It is one of the most critical fit parts of an engine.The connecting rod or con rod connects the piston to the crank or crankshaft!!!
The circumscribing circle.
because electricity flows very nicely through copper but not so well through dirt.
Lewis and Clark did not find a continuous waterway connecting the Mississippi River to the Pacific Ocean, often referred to as the "Northwest Passage." They also did not find a practical and navigable route by water through the western part of the continent.
You need a hydraulic press to press the pin into the piston and through the connecting rod
no