The term "diagonal" refers to a line segment that connects two non-adjacent vertices of a polygon or polyhedron. In geometry, diagonals are used to describe lines that cross through the interior of a shape, such as a rectangle or a square. For example, a rectangle has two diagonals that intersect at its center. Diagonal lines can also refer to orientations in graphs or coordinate systems that are not aligned with the axes.
Assuming that you mean diagonal (not diagnol) lines, they are straight lines that join non-adjacent vertices in a polygon or polyhedron.
13m
A square
20 sqrt(2) 28.2843 (rounded)
By using Pythagoras' theorem.
Assuming that you mean diagonal (not diagnol) lines, they are straight lines that join non-adjacent vertices in a polygon or polyhedron.
horizantal, vertical,diagnol. horizantal, vertical,diagnol.
13m
A square
16cm squared.
two congruent triangles
They must be otherwise they would not be diagonals.
abc and cda
20 sqrt(2) 28.2843 (rounded)
By using Pythagoras' theorem.
The likely word is the adjective "diagonal" (across at an angle).
no u have to go diagnol at all times