The curve y = f(x) passes through the origin and has horizontal asymptote y = 2 and
Question:
The curve y = f(x) passes through the origin and has horizontal asymptote y = 2 and vertical asymptote x = 1, as shown in the diagram. Sketch the following graphs. Give the equations of any asymptotes and give the coordinates of intersections with the axes after each transformation.
a. f(x) + 2
b. f(x + 1)
c. 2f(x)
d. f(x) − 2
e. f(2x)
f. f(1/2x)
g. 1/2f(x)
h. −f(x)
Transcribed Image Text:
y = 2 y 0 x = 1 X
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a To sketch the graph of fx 2 we add 2 to the yvalues of the original function fx The horizontal asymptote y 2 remains the same since we only shifted vertically The vertical asymptote x 1 remains the ...View the full answer
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Edexcel AS And A Level Mathematics Pure Mathematics Year 1/AS
ISBN: 9781292183398
1st Edition
Authors: Greg Attwood
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