Find The Composition Of Transformations That Map Abcd To Ehgf

Find The Composition Of Transformations That Map Abcd To Ehgf Question Find the composition of transformations that map ABCD to EHGF Reflect over the 1 axis then translate x I y Note Enter x or y for axis Enter

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Find The Composition Of Transformations That Map Abcd To Ehgf

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Q Graph the image of the figure using the transformation given 1 reflection across the x axis Ay G VIDEO ANSWER and it s they will find out the composition of transformation that maps A B c D E F G H Okay so one thing we can notice that The T coordinate is

VIDEO ANSWER a b c d t e h g f So if I reflected over the y axes D becomes F And then I m going to move it one 2 3 4 down so minus four and then to the VIDEO ANSWER A b c D to E f h G so reflection over the X axis So if I reflect this over the axis X axis then D is going to land oops nope not right there so D is to above the X axis So D is going to land to a to bolo So D is going to become

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Clearly the reflection is over the axis This maps to However the corresponding vertex of has coordinates So there was a translation 1 unit left and 1 unit up Reflect over the axis then translate Applying these transformations sequentially will produce a figure that is both flipped and shifted compared to the original figure It is important to note that the order of these transformations does matter in most cases as doing a translation first and then a reflection will generally not produce the same result as doing the reflection first

VIDEO ANSWER first you should actually carry out the reflection over the lie axis for A B C D So that would put um point D At 12 point C At 24 B At um VIDEO ANSWER I m going to move it one 2 3 4 down so minus four and then to the left 1234 so minus four to the right x minus four would be the rule I want to remove my point here The way that

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Find The Composition Of Transformations That Map Abcd To Ehgf - Final answer The question refers to a composition of transformations in Geometry specifically a reflection over one of the axes followed by a translation in the plane defined by x y