1. Alternate exterior angles are pairs of congruent angles on opposite sides of the transversal, outside of the space between the parallel lines. In the figure above, there are two pairs of alternate exterior angles: and , and and . 2. Alternate interior angles are pairs of congruent angles...
outside of the space between the parallel lines. In the figure above, there are two pairs of alternate exterior angles: and , and and .Alternate interior angles are pairs of congruent angles on opposite sides of the
The longer side of the right triangle which is opposite to the right angle is known as hypotenuse.Straight Angle:When the arms of the angles lie in the opposite direction, they form a straight angle. That is, an angle of \(180^\circ \) is known as straight angle or flat angle....
Among the eight angles formed, three special angle relationships exist:Alternate exterior angles are pairs of congruent angles on opposite sides of the transversal, outside of the space between the parallel lines. In the figure above, there are two pairs of alternate exterior angles: and , and ...
To secure symmetry in the writing of these laws, the angles of the triangle are lettered A, B, and C and the lengths of the sides opposite the angles are lettered a, b, and c, respectively. The law of sines is expressed as an equality involving three sine functions while the law of...
Two consecutive segments of a polygon determine two angles Pick two points in the two angles One of them is going to be inside the polygon Thecorresponding angleis going to be the interior one Polygon with interior angles a, b, c, d and e ...
Learn about rhombus sides, angles, and other characteristics of this shape. Learn about the opposite angle theorem and see proofs for different...
The second way of naming a line indicates an important property common to all lines: any two points in space determine a line. For example, given two points, J and K:a line is determined: This line is called JK. Line Segments A line segment is a section of a line. It is named ...
All the pairs of adjacent angles in a parallelogram are consecutive angles. The opposite sides of a parallelogram are equal and parallel to each other. Refer to the figure given below, PQ || RS, so we can say that QR and PS act as transversals on two parallel line segments PQ and RS...