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An equation is being tested for symmetry with respect to the x-axis, y-axis and the origin. Explain why, if two of these symmetries are present, the remaining one must also be present.
Does anyone know?
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An equation is being tested for symmetry with respect to the x-axis, y-axis and the origin. Explain why, if two of these symmetries are present, the remaining one must also be present.
Does anyone know?
Reddit thread
if its symmetric about the y-axis then its even
if its symmetric about the origin then its odd
so the equation cant be a function
maybe theyr'e thinking of circles/ellipses?
symmetry PDF
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harpazo1965 wrote:An equation is being tested for symmetry with respect to the x-axis, y-axis and the origin. Explain why, if two of these symmetries are present, the remaining one must also be present.
Does anyone know?
Reddit thread
if its symmetric about the y-axis then its even
if its symmetric about the origin then its odd
so the equation cant be a function
maybe theyr'e thinking of circles/ellipses?
symmetry PDF
I have no idea. If I don't show effort it pretty much means I have no clue how to begin answering the question.
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