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How does one use the graph of a function to find any symmetry with respect to the x-axis, y-axis, or origin?
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How does one use the graph of a function to find any symmetry with respect to the x-axis, y-axis, or origin?
Use def. of the symmetries
even: mirrored on each side of y-axis (like y=x^2)
odd: mirrored but upside down on other side of y-axis (like y=x^3)
origin: each pt matches another pt on th e other side of the origin (like y=x^3)
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FelizNYC wrote:How does one use the graph of a function to find any symmetry with respect to the x-axis, y-axis, or origin?
Use def. of the symmetries
even: mirrored on each side of y-axis (like y=x^2)
odd: mirrored but upside down on other side of y-axis (like y=x^3)
origin: each pt matches another pt on th e other side of the origin (like y=x^3)
Can you show me using a graph or two?
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