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Critique Reasoning Michael says that reflecting a point across the x-axis and then
reflecting the point again across the y-axis is the same as rotating the point 180°
counterclockwise. Is he correct? Explain your reasoning.

Respuesta :

Martebi

The Critique Reasoning when Michael says that reflecting a point across the x-axis and then reflecting the point again across the y-axis is the same as rotating the point 180° counterclockwise is correct because:

  • When the points are said to be reversed then one aspect of them might become negative and the other one may be positive and this will influence the whole equation.

How can it be also explained?

Using the picture attached. the red triangle is seen to be first image while the green one is said to be the outcome or the result of reflecting over x-axis.

So if a person is reflect it over y-axis, it would be known to be the purple triangle. if a person had rotated the red triangle at the first instance, it would still give the same result.

Hence, The Critique Reasoning when Michael says that reflecting a point across the x-axis and then reflecting the point again across the y-axis is the same as rotating the point 180° counterclockwise is correct.

Learn more about reflection from

https://brainly.com/question/1908648

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