Wednesday 27 April 2022 Objectives: Students will be able to transform graphs in the form y = f(x + a) and y = f(x) + a. Students will be able to transform graphs in the form y = -f(x) and y = f(-x). Students will be able to transform graphs in the form y = af(x) and y = f(ax). Keywords Graph, transform, enlarge, translate, rotate, reflect Starter Use your prior knowledge of sketching quadratics using a table of values to complete the transformations investigation.
* of 8y = f( x ) + 3y = f( x ) - 3y = f( x + 3)y = f( x - 3)
* of 8y = f( x ) + 3y = f( x ) - 3y = f( x + 3)y = f( x - 3)
* of 8y = f( x + 5) + 3y = f( x - 5 ) - 3y = f( x + 5) - 3y = f(
x - 5) + 3
* of 8Extension Level
* of 8Maths Genius Level
* of 8Maths Guru Level
*Objectives:Students will be able to transform graphs in the
form y = f(x + a) and y = f(x) + a.Students will be able to
transform graphs in the form y = -f(x) and y = f(-x).Students will
be able to transform graphs in the form y = af(x) and y =
f(ax).KeywordsGraph, transform, enlarge, translate, rotate,
reflect
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