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Learn about shifts, stretches, compressions, reflections, and combinations of transformations in graphs. Understand their impact on domain, range, zeros, and symmetry of functions. Practice problems provided for better comprehension.
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Section 1.1.2 Parent Functions & Transformations
SHIFTS: d: located _____________________ _________________ shiftsthe graph in the ______________direction as the operation
SHIFTS: c: located _____________________ _________________ shiftsthe graph in the ______________direction as the operation
STRETCH/ COMPRESS: a: located _____________________ _________________ stretches/compresses the graph in the ______________ direction as the operation _____________ ______________
STRETCH/ COMPRESS: b: located _____________________ _________________ stretches/compresses the graph in the ______________ direction as the operation _____________ ______________ NOTE: b is primarily used in TRIG!!!!
REFLECTIONS : located ____________________ Reflects the graph_______________
REFLECTIONS : located ____________________ Reflects the graph_______________
Combinations of Transformations Function: ________________________ Parent: ___________________ Reflection: Vert._________________ Horz._________________ Stretch/ Compress: V ______________ H_______________ Shift: V__________________________ H__________________________ Graphing ___________________________________________ ___________________________________________ (NOTE: may have to factor b - later in course)
Function: Domain: Range: Zeros: Symmetry: One-to-One:
Function: Domain: Range: Zeros: Symmetry: One-to-One:
Assignment Pg 8 #1-13 TO 1-30