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Alg unit 3 test
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Key Concepts:
Terms in this set (13)
Standard form of quadratic function
ax^2+bx+c
Vertex form of quadratic function
f(x) = a(x-h)^2 + k
Identify each parent function: Linear
f(x)= x
Identify each parent function: Absolute value
f(x) = the absolute value of x
Identify each parent function: Quadratic
f(x)= x^2
Describe each transformation rule: f (x+h)
Left shift of h units
Describe each transformation rule: f(x) + k
Up shift of k units
Describe each transformation rule: a• f(x) —— > when (the absolute value of a) is greater that one.
Vertical stretch
Describe each transformation rule: -f(x)
Reflection over the x axis
What does this graph look like? - absolute value
V
What does this graph look like? - linear
Line
What does this graph look like? - quadratic
Parabola
Roots =
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