When two shapes have proportionally equivalent lengths and angles, they are geometrically similar. For example, take a triangle with sides of length 3, 4, and 5. Another triangle with side lengths 6, 8, and 10 would be geometrically similar to it because its angles are the same and its side lengths are proportional.
That's geometrically impossible.
I'm fairly certain that this cannot be done.
Whats the angle? It is called bisecting an angle. The size of the angle does not need to be known if you are bisecting geometrically, though if doing it mathematically then a numerical value is required.
Well, geometrically, most slices are shaped like triangles, but it really depends on how you cut the pie. If you cut into halves, it'll be semicircle, thirds; it'll be 2 triangles and again, a semicircle. And so on.
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Desertification.
Uterious
of course you can
When two shapes have proportionally equivalent lengths and angles, they are geometrically similar. For example, take a triangle with sides of length 3, 4, and 5. Another triangle with side lengths 6, 8, and 10 would be geometrically similar to it because its angles are the same and its side lengths are proportional.
Rowen
An orchard.
It is necessary to measure the volume with an adequate device or geometrically.
A circle.
A straight line
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rotation