Using Transformations to Sketch Graphs (VCE SSCE Mathematical Methods): Quizzes

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Using Transformations to Sketch Graphs
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What does a dilation of factor 4 from the x-axis do to point (2,3)(2, 3)?

(2,12)(2, 12)

In transformation (x7)(x - 7), which direction does the graph shift?

7 units right

For y=5x3+2y = \frac{5}{x - 3} + 2, where is the vertical asymptote?

x=3x = 3

For y=2x+16y = \frac{2}{x + 1} - 6, where is the horizontal asymptote?

y=6y = -6

What does the negative sign do in y=x2y = -\sqrt{x - 2}?

Reflects the graph in the x-axis

What is the base function for y=7(x1)2+4y = \frac{7}{(x-1)^2} + 4?

y=1x2y = \frac{1}{x^2}

What order are transformations typically applied?

Dilations, horizontal shifts, vertical shifts

If y=1xy = \frac{1}{x} has vertical asymptote x=0x = 0, where is it after translation 5 units left?

x=5x = -5

What must be tracked through each transformation step?

Key points AND asymptotes

Where does y=x45y = -\sqrt{x - 4} - 5 start?

(4,5)(4, -5)

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