Sentences with BRACHYDIAGONAL
Check out our example sentences below to help you understand the context.Sentences
1
"The brachydiagonal distance of a square is equal to its side length."
2
"A rhombus is a brachydiagonal quadrilateral."
3
"The brachydiagonal line of a rectangle divides it into two congruent right triangles."
4
"A square is a special type of brachydiagonal quadrilateral with four congruent sides."
5
"The brachydiagonal of a cube is a line connecting two opposite corners of the cube."
6
"A brachydiagonal rectangle has two pairs of congruent sides."
7
"The brachydiagonal measure of a rectangle is always greater than its longest side."
8
"A regular hexagon is not a brachydiagonal polygon."
9
"The brachydiagonal diagonal of a parallelogram bisects its area."
10
"A kite is a type of brachydiagonal quadrilateral with two pairs of adjacent congruent sides."
1
"The brachydiagonal of a rectangle divides it into two equal right triangles."
2
"The brachydiagonal of a square is equal to the square root of two times the length of a side."
3
"A rectangle with equal diagonals is called a brachydiagonal rectangle."
4
"In a rhombus, the brachydiagonal bisects the angles at its vertices."
5
"The brachydiagonal is always shorter than the longer diagonal of any rectangle."
6
"The brachydiagonal theorem states that the sum of the squares of both diagonals of a rectangle is equal to the sum of the squares of its sides."
7
"A square is a special case of a brachydiagonal rectangle."
8
"The ratio between the lengths of the brachydiagonal and the longer diagonal in a rectangle is always less than one."
9
"The brachydiagonal of a rectangle is perpendicular to the longer diagonal."
10
"A rectangle is called a brachydiagonal quadrilateral if its diagonals are perpendicular."
11
"The brachydiagonal of a rectangle can never be longer than the sum of its two sides."
12
"In a rectangle, the length of the brachydiagonal is always less than the length of the longer side."
13
"The brachydiagonal of a rectangle divides it into two congruent right triangles."
14
"In a square, the brachydiagonal is equal to the length of the sides multiplied by the square root of two."
15
"The brachydiagonal of a rhombus is always perpendicular to the longer diagonal."
16
"The brachydiagonal of a rectangle is half the length of its longer diagonal."
17
"A rectangle is called a brachydiagonal quadrilateral if its diagonals are equal in length."
18
"The length of the brachydiagonal is always less than the sum of the lengths of the sides of a rectangle."
19
"The brachydiagonal of a rectangle is equal to the square root of the sum of the squares of its sides."
20
"The brachydiagonal of a rectangle can never be longer than the length of its longer side."
1
"The brachydiagonal of a rhombus is the line segment connecting two opposite vertices."
2
"In a square, the brachydiagonal is equal in length to the longer diagonal."
3
"The brachydiagonal of a rectangle divides it into two congruent right triangles."
4
"The brachydiagonal of a trapezoid can be calculated using the Pythagorean theorem."
5
"When a parallelogram has equal sides, its brachydiagonal length is equal to the longer diagonal length."
6
"The brachydiagonal of a kite bisects its longer diagonal and is perpendicular to it."
7
"In a quadrilateral, the brachydiagonal is a line segment connecting the midpoints of the two opposite sides."
8
"A rectangle can be classified as a square if and only if its brachydiagonal is equal to its side length."
9
"The brachydiagonal of a rhombus is perpendicular to its longer diagonal."
10
"The brachydiagonal of a trapezium always lies inside the figure."
