You will need graph paper for this assignment. Use a ruler to draw your axes, asymptotes, and guidelines (if you use guidelines). Hint: For phase shifts, be careful about your sign! 1. Draw the base function /(x) = sini. 2. For the function f(r) = 2sin 0.5x + 1, identify the features and draw the graph. (a) Amplitude, A: (d) Phase shift, o = C B (b) Period, w = B (e) Vertical shift, D: (c) Period into fourths: 3. Draw the base function /(x) = cos r. 4. For the function /(x) = cos (x - 7 ), identify the features and draw the graph. (a) Amplitude, A: (d) Phase shift, o = (b) Period, w = B (e) Vertical shift, D: (c) Period into fourths: 5. For the function /(x) = 3cos (2x) + 2, identify the features and draw the graph. (a) Amplitude, A: (d) Phase shift, o = C. B (b) Period, w = B (e) Vertical shift, D: (c) Period into fourths: 6. For the function f(x) = - sina + 1, identify the features and draw the graph. (a) Amplitude, A: (d) Phase shift, o = C B (b) Period, w = B (e) Vertical shift, D: (c) Period into fourths:7. For the function /(r) = 2sin (2x + #), identify the features and draw the graph. (a) Amplitude, A: (d) Phase shift, o = B (b) Period, w = B (e) Vertical shift, D: (c) Period into fourths: 8. For the function f(r) = cos (2x) - 1, identify the features and draw the graph. (a) Amplitude, A: (d) Phase shift, 6= C B (b) Period, 4 = B (e) Vertical shift, D: (c) Period into fourths