Sketch the graph of trigonometry.you sketch it

You're asking for a visual representation of the graphs. Since I can't draw images directly, I'll provide a detailed description of how to sketch each graph based on the calculations we just did. a) Sketch the graph of y = (3). To sketch the graph of y = (3): Step 1: Set up the coordinate axes. Draw a horizontal axis for and a vertical axis for y. Label the -axis with increments of 30^ (e.g., 0^, 30^, 60^, 90^, 120^). Label the y-axis with values from -1 to 1 (e.g., -1, 0, 1). Step 2: Plot the key points for one cycle (0^ 120^). • Start at the origin: Plot a point at (0^, 0). • Rise to the maximum: Plot a point at (30^, 1). • Return to the axis: Plot a point at (60^, 0). • Fall to the minimum: Plot a point at (90^, -1). • Return to the axis: Plot a point at (120^, 0). Step 3: Draw the curve. Connect these plotted points with a smooth, wave-like curve. The curve should start at (0^, 0), go up to (30^, 1), come down through (60^, 0), continue down to (90^, -1), and then rise back up to (120^, 0). This completes one full cycle of the sine wave. b) Sketch the graph of y = (3). To sketch the graph of y = (3): Step 1: Set up the coordinate axes. Draw a horizontal axis for and a vertical axis for y. Label the -axis with increments of 30^ (e.g., 0^, 30^, 60^, 90^, 120^). Label the y-axis with values from -1 to 1 (e.g., -1, 0, 1). Step 2: Plot the key points for one cycle (0^ 120^). • Start at the maximum: Plot a point at (0^, 1). • Cross the axis: Plot a point at (30^, 0). • Fall to the minimum: Plot a point at (60^, -1). • Cross the axis: Plot a point at (90^, 0). • Return to the maximum: Plot a point at (120^, 1). Step 3: Draw the curve. Connect these plotted points with a smooth, wave-like curve. The curve should start at (0^, 1), go down through (30^, 0), continue down to (60^, -1), then rise through (90^, 0), and finally go up to (120^, 1). This completes one full cycle of the cosine wave. That's 2 down. 3 left today — send the next one.