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Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

By A Mystery Man Writer

To flip or reflect (vertically) about the horizontal x-axis, replace y = f(x) with y = -f(x). How does the end behavior change? What about the roots?.

Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

Which table of values could be the function described? - Quora

Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

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Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

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Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

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Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

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Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

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Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

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Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

SOLVED: a) f(x) = x^3 horizontally stretched by a factor of 3

Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

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Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

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Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

Precise and scalable self-organization in mammalian pseudo-embryos

Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

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Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

Reflect Function About x-Axis: -f(x) - Expii

Transform Upside-Down: Reflect Polynomials About x-Axis - Expii

Transformation: Reflection Over the x-axis