Mathematics, 10.07.2019 17:30 20170020
The quaternion group (q, degree ) is a group of order 8 with two generators a and b subject to the relations a4 = e, b2 = a2, and a degree b degree a = b. to be explicit, the elements of q are e, a, a2, a3, b, a degree b, a degree b, a2 degree b, a3 degree b. for this discussion prompt, research the subject and find an application of the quaternion group that differs from any of your peer's responses. write the cayley table, find the center, and find all cyclic subgroups for q.|
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Abird on top of a 200 ft bridge tower sees a man standing on the lower part of the bridge (which is 50 ft above the ground). the angle of depression from the bird is 26 ̊. how far is the man from the base of the bridge tower? with explanation and pictures .
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Eliza wants to make $10,000 from her investments. she finds an investment account that earns 4.5% interest. she decides to deposit $2,500 into an account. how much money will be in her account after 14 years?
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The quaternion group (q, degree ) is a group of order 8 with two generators a and b subject to the r...
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