answer
answer
up
(3, 2)
perpendicular bisector
2, -2
4
The reflection of an object in a mirror is called its "mirror image." This image appears as a reversed or flipped version of the original object.
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The rule (XY)(-Xy) represents a transformation involving both reflection and rotation in the coordinate plane. The term (XY) indicates a combination of variables, while (-Xy) suggests a reflection across the x-axis due to the negative sign before X. Overall, this transformation alters the positions of the points based on the given algebraic expressions.
(-2, -5)
A clear reflection is called a mirror image.
In mathematics, a preimage refers to the original set of elements that map to a particular element or set under a given function. Specifically, if ( f: X \to Y ) is a function and ( y \in Y ), the preimage of ( y ) (denoted as ( f^{-1}(y) )) is the set of all ( x \in X ) such that ( f(x) = y ). In the context of sets, the preimage of a subset ( B \subseteq Y ) is the set of all elements in ( X ) that map to ( B ) under the function ( f ).