What is the comparative form of “equidiagonal”?
The comparative form of “equidiagonal” is “more equidiagonal”.Example
The square is more equidiagonal than the rectangle.
The square is more equidiagonal than the rectangle.
Example
The regular hexagon is more equidiagonal than the irregular hexagon.
The regular hexagon is more equidiagonal than the irregular hexagon.
What is the superlative form of “equidiagonal”?
The superlative form of “equidiagonal” is “most equidiagonal”.Example
Among all the shapes, the equilateral triangle is the most equidiagonal.
Among all the shapes, the equilateral triangle is the most equidiagonal.
Example
The regular pentagon is the most equidiagonal polygon.
The regular pentagon is the most equidiagonal polygon.
Why is this expression not used with most, more?
"Most" and "more" are used with "equidiagonal" to form the comparatives and superlatives. The forms "more equidiagonal" and "most equidiagonal" are commonly used to indicate a higher degree of diagonal equality.
Does this expression have an irregular comparative/superlative form?
"Equidiagonal" does not have an irregular comparative or superlative form. It follows the pattern of using "more" and "most" for forming comparatives and superlatives.
Expressions with similar meanings to “more equidiagonal”
Used to describe something that has diagonals of more equal length or proportion.
Example
The diamond shape is more evenly diagonal than the parallelogram.
The diamond shape is more evenly diagonal than the parallelogram.
Expressions with similar meanings to “most equidiagonal”
Used to describe something that has diagonals of the most equal length or proportion.
Example
The square is the most evenly diagonal shape.
The square is the most evenly diagonal shape.
Using than with comparative “more equidiagonal”
When using the comparative form "more equidiagonal" to compare two things, you would use "than" to connect the two parts of the comparison: Example: "The square is more equidiagonal than the rectangle." Here, "than" is used to show that the level of diagonal equality in the square is higher than the level of diagonal equality in the rectangle.
How can I use this expression in context?
“more equidiagonal” and “most equidiagonal” can be used in a variety of situations to compare speed.- 1Shapes
The regular octagon is more equidiagonal than the irregular octagon.
The regular octagon is more equidiagonal than the irregular octagon.
- 2Polygons
The regular heptagon is the most equidiagonal polygon.
The regular heptagon is the most equidiagonal polygon.
- 3Geometric Figures
The rhombus is more equidiagonal than the parallelogram.
The rhombus is more equidiagonal than the parallelogram.
- 4Quadrilaterals
The square is the most equidiagonal quadrilateral.
The square is the most equidiagonal quadrilateral.
