AIR MATH

Math Question

Circle \( J \) has a center at \( (3,-2) \) and a point located on the circle at \( (3,-8) \). Circle \( K \) has a center at \( (0,0) \) and a point located on the circle at \( (-4,0) \). To show circle \( J \) and circle \( K \) are similar, Jeremiah dilates circle \( K \) about the origin and then translates it. Write algebraic descriptions of the two transformations. Simplify any fractions. Dilation: \( (x, y) \mapsto(\square, \square) \) Translation: \( (x, y) \mapsto(\square, \square) \)

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