Transformations of Functions

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Across
  1. 3. (x)=(x-2)²+5
  2. 8. f(x) = |x|After transformation: f(x)=-|x+2|
  3. 9. Thefunction f(x)=x takes the function f(x)=[x] and reflects it over and the function f(x)=√-x
  4. 12. (x)=-(x+3)² −6
  5. 13. f(x+b)indicates that the function f(x) is being moved to the b units
  6. 14. when0 < a <1, function is vertically
  7. 16. -x²
  8. 17. a(x-h)² + k
  9. 18. takesfunction f(x)=√x and reflects it over
  10. 19. x²+y²+2x-4y-4=0
Down
  1. 1. fx)-cindicates that the function f(x) is being moved c units
  2. 2. Function: f(x)= |x|After transformation: f(x)=⅓|x|
  3. 4. when a > 1, function is vertically
  4. 5. (x-2)² + (y-5)² = 16
  5. 6. +x²
  6. 7. (x-h)²+(y-k)²=r²
  7. 8. f(x-b)indicates that the function f(x) is being moved to the b units
  8. 10. Function: y = x² After transformation: y = x² +5
  9. 11. Function: y-√x After transformation: y = √x-3 +4
  10. 15. f(x)+c indicates that the function f(x) is being moved c units