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Algebra
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determine the focus for the equation y=x^2
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In y = ax^2, a = 1. But a = 1/(4p), where p is the distance from the vertex to the focus. So 1 = 1/4p 4p = 1 p = 1/4 The focus is 1/4 of a square up from the vertex inside the parabola at (0, 1/4). The directrix would then be 1/4 of a square below the vertex at y = -1/4.
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