Sketch an angle in standard position

7Pie Divided by 12

Unless you are really comfortable with radians, some students find it easier to think in degrees

7pi/12 = 105º = 90+15
so we are in the 2nd quadrant
estimate and divide the 2nd quadrant right-angle into thirds, that would make each 30º
Now divide the first of those from the vertical in half making that angle 15º
So the 90 from quadrant I plus that 15 makes 105º or 7pi/12 radians

3-3 sin feda minus 2 cos squared equals zero

To sketch an angle in standard position, follow these steps:

1. Start by drawing the horizontal x-axis (also known as the positive x-axis) on a piece of paper.
2. Place a point at the origin (0, 0), which represents the vertex of the angle.
3. Count the number of radians (or degrees) given in the question and locate that measurement on the x-axis starting from the origin.

To sketch an angle of 7π/12 in standard position:

1. Draw the x-axis.
2. Place a point at the origin (0, 0).
3. Count 7π/12 radians from the origin in a counterclockwise direction.
4. Mark the point where the measurement ends on the x-axis.
5. Draw a line segment starting from the origin and passing through the marked point on the x-axis.

Note: Make sure to label the angle with the appropriate measurement (7π/12 in this case) to complete the sketch.