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1p Parent Trig 
Graphs with translations
1p
y = sin(2x) 
1p
y = sin(2x) 
1p
1p y = sin(2x) Amplitude = 1 
Period = π 
Phase shift = 0
y = 3sin(x) 
1p
1p y = 3sin(x) Amplitude = 3 
Period = 2π 
Phase shift = 0
y = 
-4sin(2x) 
1p
y = 
-4sin(2x) 
1p Jeff Bivin -- LZHS
y = 
-4sin(2x) 
1p Amplitude = 4 
Period = π 
Phase shift = 0
y = sin(x + 
π/2) 
1p x + π/2 = 0 
x = -π/2 
π/2
y = sin(x + 
π/2) 
1p x + π/2 = 0 
x = -π/2 
π/2 
Amplitude = 1 
Period = 2π 
Phase shift = -π/2
( ) cos 1 
ö çè 
1p ÷ø 
f x = æ x 
2
( ) cos 1 
ö çè 
1p ÷ø 
f x = æ x 
2 
Amplitude = 1 
Period = 4π 
Phase shift = 0
(x) = cos(2 x) 
1p f
(x) = cos(2 x) 
1p f Amplitude = 1 
Period = π 
Phase shift = 0
(x) = 3cos(2 x) 
1p f
f (x) = 3cos(2 x) 
1p Amplitude = 3 
Period = π 
Phase shift = 0
f (x) 2cos x p 0 
ö çè 
1p ÷ø 
= æ - 
3 
x - p = 
3 
x = p 
3 
π/3
f (x) 2cos x p 
ö çè 
1p Amplitude = 2 
Period = 2π 
Phase shift = π/3 
0 
x - p = 
3 
x = p 
3 
÷ø 
= æ - 
3 
π/3
(x) = 3cos(2x -p ) + 1 2x -p = 0 
1p f x = p 
2 
π/2
(x) = 3cos(2x -p ) + 1 
1p f UP 
1 
UP 
1
(x) = 3cos(2x -p ) + 1 
1p f UP 
1 
Amplitude = 3 
Period = π 
Phase shift = π/2 
UP 
1
1p
y = csc(x) 
1 
sin( x 
) 
1p y =
y = csc(x) 
1 
sin( x 
) 
1p Amplitude = 1 
Period = 2π 
Phase shift = 0 
y = 
Jeff Bivin -- LZHS
y = sec(x) 
1 
cos( x 
) 
1p y =
y = sec(x) 
1 
cos( x 
) 
1p y = 
Amplitude = 1 
Period = 2π 
Phase shift = 0
1p y = 3sec(x- 
π) x -p = 0 
x =p 
π
1p y = 3sec(x- 
π) x -p = 0 
x =p 
π 
Amplitude = 3 
Period = 2π 
Phase shift = π
1p
y = tan(x) 
1p y = x 
sin( ) 
x 
cos( ) 
Jeff Bivin -- LZHS
y = tan(x) 
1p Amplitude = 1 
Period = π 
Phase shift = 0
y = cot(x) 
1p y = x 
cos( ) 
x 
sin( )
y = cot(x) 
1p Amplitude = 1 
Period = π 
Phase shift = 0
y = 
tan(2x+π) 
1p y x 
= + 
p 
+ 
sin(2 ) 
p 
x 
cos(2 ) 
2x + p = 0 
x = -p 
2 
π/2 
Jeff Bivin -- LZHS
1p y = 
tan(2x+π) 2x + p = 0 
x = -p 
2 
π/2
1p y = 
tan(2x+π) 2x + p = 0 
x = -p 
2 
π/2 
Amplitude = 1 
Period = π/2 
Phase shift = - π/2
1p

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Graphing trig

  • 1. 1p Parent Trig Graphs with translations
  • 2. 1p
  • 5. 1p y = sin(2x) Amplitude = 1 Period = π Phase shift = 0
  • 7. 1p y = 3sin(x) Amplitude = 3 Period = 2π Phase shift = 0
  • 9. y = -4sin(2x) 1p Jeff Bivin -- LZHS
  • 10. y = -4sin(2x) 1p Amplitude = 4 Period = π Phase shift = 0
  • 11. y = sin(x + π/2) 1p x + π/2 = 0 x = -π/2 π/2
  • 12. y = sin(x + π/2) 1p x + π/2 = 0 x = -π/2 π/2 Amplitude = 1 Period = 2π Phase shift = -π/2
  • 13. ( ) cos 1 ö çè 1p ÷ø f x = æ x 2
  • 14. ( ) cos 1 ö çè 1p ÷ø f x = æ x 2 Amplitude = 1 Period = 4π Phase shift = 0
  • 15. (x) = cos(2 x) 1p f
  • 16. (x) = cos(2 x) 1p f Amplitude = 1 Period = π Phase shift = 0
  • 17. (x) = 3cos(2 x) 1p f
  • 18. f (x) = 3cos(2 x) 1p Amplitude = 3 Period = π Phase shift = 0
  • 19. f (x) 2cos x p 0 ö çè 1p ÷ø = æ - 3 x - p = 3 x = p 3 π/3
  • 20. f (x) 2cos x p ö çè 1p Amplitude = 2 Period = 2π Phase shift = π/3 0 x - p = 3 x = p 3 ÷ø = æ - 3 π/3
  • 21. (x) = 3cos(2x -p ) + 1 2x -p = 0 1p f x = p 2 π/2
  • 22. (x) = 3cos(2x -p ) + 1 1p f UP 1 UP 1
  • 23. (x) = 3cos(2x -p ) + 1 1p f UP 1 Amplitude = 3 Period = π Phase shift = π/2 UP 1
  • 24. 1p
  • 25. y = csc(x) 1 sin( x ) 1p y =
  • 26. y = csc(x) 1 sin( x ) 1p Amplitude = 1 Period = 2π Phase shift = 0 y = Jeff Bivin -- LZHS
  • 27. y = sec(x) 1 cos( x ) 1p y =
  • 28. y = sec(x) 1 cos( x ) 1p y = Amplitude = 1 Period = 2π Phase shift = 0
  • 29. 1p y = 3sec(x- π) x -p = 0 x =p π
  • 30. 1p y = 3sec(x- π) x -p = 0 x =p π Amplitude = 3 Period = 2π Phase shift = π
  • 31. 1p
  • 32. y = tan(x) 1p y = x sin( ) x cos( ) Jeff Bivin -- LZHS
  • 33. y = tan(x) 1p Amplitude = 1 Period = π Phase shift = 0
  • 34. y = cot(x) 1p y = x cos( ) x sin( )
  • 35. y = cot(x) 1p Amplitude = 1 Period = π Phase shift = 0
  • 36. y = tan(2x+π) 1p y x = + p + sin(2 ) p x cos(2 ) 2x + p = 0 x = -p 2 π/2 Jeff Bivin -- LZHS
  • 37. 1p y = tan(2x+π) 2x + p = 0 x = -p 2 π/2
  • 38. 1p y = tan(2x+π) 2x + p = 0 x = -p 2 π/2 Amplitude = 1 Period = π/2 Phase shift = - π/2
  • 39. 1p