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Pattern

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Transformation of Functions

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StarStarStarStar

f(x) horizontal stretch by a factor of 0.5 and reflection over the y-axis

StarStarStarStar

f(-2x)

StarStarStarStar

f(x) vertical stretch by a factor of 2

StarStarStarStar

f(2x)

StarStarStarStar

f(x) vertical shift down 6 units

StarStarStarStar

f(x) - 6

StarStarStarStar

f(x) vertical compression by a factor of 1/2 and shift down by 3 units

StarStarStarStar

f(x)/2 - 3

StarStarStarStar

f(x) vertical shift up 5 units

StarStarStarStar

f(x) + 5

StarStarStarStar

f(x) horizontal shift left 4 units

StarStarStarStar

f(x + 4)

StarStarStarStar

f(x) vertical shift up 7 units and reflection over the x-axis

StarStarStarStar

-f(x) + 7

StarStarStarStar

f(x) reflection over the x-axis and horizontal shift left by 5 units

StarStarStarStar

-f(x + 5)

StarStarStarStar

f(x) vertical stretch by a factor of 3 and vertical shift up by 4 units

StarStarStarStar

3f(x) + 4

StarStarStarStar

f(x) reflection over the y-axis

StarStarStarStar

f(-x)

StarStarStarStar

f(x) vertical compression by a factor of 1/3

StarStarStarStar

f(x)/3

StarStarStarStar

f(x) vertical compression by a factor of 1/3 and vertical shift down by 2 units

StarStarStarStar

f(x)/3 - 2

StarStarStarStar

f(x) reflection over the y-axis and vertical stretch by a factor of 2

StarStarStarStar

2f(-x)

StarStarStarStar

f(x) horizontal shift right 3 units

StarStarStarStar

f(x - 3)

StarStarStarStar

f(x) reflection over the x-axis

StarStarStarStar

-f(x)

StarStarStarStar

f(x) horizontal compression by a factor of 1/2

StarStarStarStar

f(2x)

StarStarStarStar

f(x) horizontal stretch by a factor of 4 and shift right by 2 units

StarStarStarStar

f((x - 2)/4)

StarStarStarStar

f(x) rotation 180 degrees about the origin

StarStarStarStar

-f(-x)

StarStarStarStar

f(x) horizontal stretch by a factor of 3

StarStarStarStar

f(x/3)

StarStarStarStar

f(x) horizontal compression by a factor of 1/4 and horizontal shift right 2 units

StarStarStarStar

f(4(x - 2))

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