1. The problem asks to draw three angles each measuring 55° but oriented differently. 2. The formula for an angle is the measure between two rays with a common vertex. Angles of the same measure can be rotated or flipped to have different orientations. 3. To draw each 55° angle: - Draw a baseline ray. - Use a protractor to mark 55° from the baseline. - Draw the second ray through the 55° mark. 4. For different orientations: - First angle: baseline horizontal, second ray above baseline at 55°. - Second angle: baseline vertical, second ray rotated 55° from vertical. - Third angle: baseline diagonal, second ray 55° from diagonal baseline. 5. This shows three angles all measuring 55° but oriented differently. Final answer: Three 55° angles each drawn with different baseline orientations as described.