© M. Tallman
When you line up a piece of paper with the vertex of the angle, you can see that it lines up. This angle is right and/or 90º. vertex Right Angle- an angle formed when two perpendicular lines meet or cross.
© M. Tallman When you line up a piece of paper with the vertex of the angle, you can see that that angle is smaller. This angle is acute. Acute Angle- an angle that is less than a right angle (less than 90º). vertex
© M. Tallman When you line up a piece of paper with the vertex of the angle, you can see that that angle is larger. This angle is abtuse. Obtuse Angle- an angle that is greater than a right angle (greater than 90º). vertex
© M. Tallman Classify the angles: acute, right, or obtuse.
Classify the angles: acute, right, or obtuse.
© M. Tallman Classify the angles: acute, right, or obtuse.
© M. Tallman Classify the angles: acute, right, or obtuse.
© M. Tallman Classify the angles: acute, right, or obtuse.
© M. Tallman Classify the angles: acute, right, or obtuse.
© M. Tallman Classify the angles: acute, right, or obtuse.
© M. Tallman Classify the angles: acute, right, or obtuse.
© M. Tallman Classify the angles: acute, right, or obtuse.
© M. Tallman Angles are measured in degrees. 90º ¼ Turn
Angles are measured in degrees. 90º ¼ Turn 180º ½ Turn
© M. Tallman Angles are measured in degrees. 180º ½ Turn 270º ¾ Turn
© M. Tallman Angles are measured in degrees. 270º ¾ Turn 360º 1 Full Turn
© M. Tallman Identify the degree and related “turn” of the angle. 180º ½ Turn
360º 1 Full Turn Identify the degree and related “turn” of the angle.
© M. Tallman 90º ¼ Turn Identify the degree and related “turn” of the angle.
© M. Tallman 270º ¾ Turn Identify the degree and related “turn” of the angle.
© M. Tallman 90º ¼ Turn Identify the degree and related “turn” of the angle.
© M. Tallman Identify the degree and related “turn” of the angle. 180º ½ Turn
© M. Tallman 270º ¾ Turn Identify the degree and related “turn” of the angle.
© M. Tallman 360º 1 Full Turn Identify the degree and related “turn” of the angle.