a thing that is accepted as true or as certain to happen, without proof.
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The assumptions of a metric space except for symmetry.
The question, as it appears, cannot be answered without the following assumptions - none of which have any justification for making them.RST and JKL are triangles. The triangles are similar and in correspondence follows their naming. If that is true then the perimeter of JKL is 48 cm.
It is neither true nor false.It is important that you have a view about the expected outcomes so that you can test whether or not the assumptions for the model - independent, identically distributed errors - is valid or not. While these are based on the differences between the expected and observed outcomes, it is not necessary to determine the expected outcomes beforehand. Determining their distribution is sufficient.
One of the fundamental assumptions made in Euclidean Geometry is that space is flat. This is not true. Albert Einstein was able to show, both in mathematical proof and in actual demonstration, that space was curved.Euclidean geometry, as Euclid intended it, also assumes 2 or 3 dimensions of space. Euclidean geometry has been extended since then to arbitrary dimensions, though many physicists now believe that space has a full 11 dimensions.
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