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Published byEthel Parsons Modified over 6 years ago
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Warm Up Identify the transformation for each function:
I can write an equation from a graph Warm Up Identify the transformation for each function: a) π¦=β2 (π₯+1) 3 β4 b) y= π₯+6 +2 c) π₯= (π¦+3) 2 β d) (π₯β1) 2 + π¦ 2 =81 2. Write the equation of the cube root function that has an inflection point of (β7,1)
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Warm Up Identify the transformation for each function:
β2 (π₯+1) 3 β b) π₯+6 +2 c) π₯= (π¦+3) 2 β d) (π₯β1) 2 + π¦ 2 =81
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Warm Up 2. Write the equation of the cube root function that has an inflection point of (β7,1)
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Homework Questions
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Writing the equation of a function from a graph
Steps Example Identify the parent function Identify β,π Plug in β,π Find a second point π¦= π₯ 2 (β3,β4) (β2,β2) π¦= π(π₯ββ) 2 +π π¦= π(π₯ββ3) 2 β4 π¦= π(π₯+3) 2 β4
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Writing the equation of a function from a graph
Steps Example Find a second point Plug in point and solve for a Write final equation π¦= π(π₯ββ) 2 +π (β2,β2) π¦= π(π₯ββ3) 2 β4 π¦= π(π₯+3) 2 β4 β2= π β β4 β2= π 1 2 β4 β2=πβ4 2=π π¦= 2(π₯+3) 2 β4
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Writing the equation of a function from a graph
Steps Example Identify the parent function Identify β,π Plug in β,π Find a second point π¦= π₯ (0,β4) (4,β3) π¦=π π₯ββ +π π¦=π π₯β0 β4 π¦=π π₯ β4
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Writing the equation of a function from a graph
Steps Example Find a second point Plug in point and solve for a Write final equation π¦=π π₯ββ +π (4,β3) π¦=π π₯β0 β4 π¦=π π₯ β4 β3=π 4 β4 1=π 4 1=2π π= 1 2 π¦= π₯ β4
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Try this oneβ¦ Write the equation of the cube root function that has an inflection point at (3,β1) and goes through the point (β5,β5)
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Writing Equations from Graphs WS
Homework Writing Equations from Graphs WS
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