Let T be the linear transformation of the reflection across a line y=mx in the plane We find the matrix representation of T with respect to the standard basisReflection across the xaxis 9 Reflection across the yaxis, followed by Translation (x 2, y) The vertices of ∆DEF are D(2,4), E(7,6), and F(5,3) Graph the preimage of ∆DEF & each transformation 10 Translation (x 3, y – 5), followed by Reflection across the yaxis 11 Reflection across the y – axis, followed byDo we just have to prove that the properties of a reflection across a line hold, that it is indeed the reflection?
Reflecting Figures In Coordinate Space Krista King Math Online Math Tutor
