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when graphing use the points

for squaring 0,1,4 and for cubing -1, 0,1

there is a vertical stretch

what happens to the graph |a| when it gets bigger?

there is a vertical shrink

what happens to the graph when |a| when it gets closer to zero?

what does 'h' do?

it translates the graph 'h' unites horizontally

what does 'k' do?

it translates the graph 'k' units vertically

The domain and range is always all real numbers

What is always the domain and range of a cube root function?

Domain = x ≥ -6

f(x) = (x + 6)∧½

g(x) = ³√(x - 1)

Domain = All real numbers

h(x) = 2³√(x + 2)

Domain = All real numbers

Domain = x ≥ 3

g(x) = 2√(x - 3)

y≥ 4

F(X)=3√(x−3) +4

x≥3

F(X)= 3√(x−3) +4

horizontally

will the graph be translated horizontally or vertically?

vertically

will the graph be translated horizontally or vertically?

Y=

If you wanted your calculator to graph your function, what button would you press to plug it in?

a³√x-h +k

|a| gets bigger than there is a vertical stretch

(ALPHA) (WINDOW) (6)

If you need to fill the power of the root, what buttons would you press on your calculator?