Spanish Open dictionary by Ricardo de Cuba Menendez

Ricardo de Cuba Menendez
511

Value Position Position 18 18 Accepted meanings 511 18 Obtained votes 165 56 Votes by meaning 0.32 5275 Inquiries 11977 20 Queries by meaning 23 5275 Feed + Pdf

"Statistics updated on 5/18/2024 12:13:26 PM"

postulado 65, poligonos concavos ordenados: The length of the diagonal greater of them diamonds congruent or of them rhomboid consistent of a polygon concave ordered of dato ( m, r, n ) m greater that r, r greater that n, n greater or equal that one, is equal to the longitude of the side most of them rectangles congruent or of them rhomboid congruent in that is divided a rectangle or a rhomboid of order ( m, r ) m more that r, r greater or equal to two respectively, and through this, mentally is supposed that is built the polygons concave ordered.
postulado 66, poligonos concavos ordenados: The length of the diagonal less of them diamonds congruent or of them rhomboid consistent of a polygon concave ordered of dato ( m, r, n ) m greater that r, r greater that n, n greater or equal that one, is equal to the length of the side lower of those rectangles congruent or of them rhomboid congruent in that is divided a rectangle and a rhomboid of order ( m, r ) m greater than r, r greater than or equal to two respectively, and through this, mentally assumes that the ordered concave polygons were built.
postulado 67, poligonos concavos ordenados: To all ordered concave polygon, is circumscribed parallelogram base which was divided into congruent parallelograms to construct the polygon concave ordered.
postulado 68, poligonos concavos ordenados: The length of the sides of the parallelogram circumscribed to a polygon concave ordered equal shape one data ( m, mm, n ) m greater that n, n greater or equal to one is equal to m by the length of the diagonal of the parallelograms congruent in that is divided the polygon concave ordered.
postulado 69, poligonos concavos ordenados: The length of the side most of the parallelogram circumscribed to a polygon concave ordered of the form equal two of dato ( m, m, n ) m greater than n, n greater or equal to one, is equal to m by the length of the diagonal of the congruent parallelograms in that divides the polygon concave ordered.
postulado 70, poligonos concavos ordenados: The length of the side smaller of the parallelogram circumscribed to a polygon concave ordered of the form equal two of dato ( m, m, n ) m greater than n, n greater or equal to one, is equal to m by the length of the diagonal of less than the congruent parallelograms in that divides the polygon concave ordered.
postulado 71, poligonos concavos ordenados: The length of the sides of the parallelogram circumscribed to a polygon concave ordered of the form only one of dato ( m, r, n ) m greater that r, r greater n, n greater or equal to one, is equal to m by the length of the diagonal lower or to r by the length of the diagonal greater of them parallelograms congruent in that is divided the polygon concave ordered.
postulado 72, poligonos concavos ordenados: The length of the side most of the parallelogram circumscribed to a polygon concave ordered of the form only two of dato ( m, r, n ) m greater than r, r greater than n, n greater or equal to one, is equal to m by the length of the diagonal of the congruent parallelograms that splits the polygon concave ordered.
postulado 73, poligonos concavos ordenados: The length of the side less than the parallelogram circumscribed to a polygon concave ordered the two data uniquely ( m, r, n ) m greater that r, r greater that n, n greater or equal that one, is equal to r by the length of the diagonal of the parallelograms congruent in that is divided the polygon concave ordered.
postulado 39, poligonos concavos ordenados: All polygon concave ordered full divided into diamonds matching of data ( m, m, 41-1; m greater than one, is separated into two diamonds in congruent Rhombus of order ( m, 41 m; and ( m-1, m-1 )
postulado 40, poligonos concavos ordenados: All polygon concave ordered full divided in fact congruent Rhombus ( m, m, 41-2; greater than two, m is separated into two rhomboids divided into congruent Rhombus of order ( m, 41 m-1; and ( m-1, m )
postulado 41, poligonos concavos ordenados: All polygon concave ordered full divided in fact congruent rhomboid ( m, m, 41-1; m greater that one, is separated in two rhomboid divided at rhomboid congruent of order ( m, m ) and ( m-1, m-1 )
postulado 42, poligonos concavos ordenados: All polygon concave ordered full divided at rhomboid congruent of dato ( m, m, 2 ) greater than two, m is separated into two rhomboids divided at rhomboid consistent from order ( m, 41 m-1; and ( m-1, m )
postulado 43, poligonos concavos ordenados: All parallelogram and all parallelogram divided into parallelograms congruent, is a parallelogram separate of a polygon concave ordered full.
postulado 44, poligonos concavos ordenados: The area of a polygon concave ordered full, is equal to the sum of the areas of their parallelograms separated
postulado 45, poligonos concavos ordenados: Of any parallelogram divided into parallelograms consistent from order ( m, m ) m greater than or equal to two, are concave polygon m-1 ordered data ( m, m, 41 1; ( m, m, 2 ) ( m, m, 3 )... ( m, m, m-1 ).
postulado 46, poligonos concavos ordenados: Of any parallelogram divided into parallelograms consistent from order ( m, r ) m greater than r, r greater than or equal to two, are built r-1 ordered concave polygons of data: ( m, r, 41 1; ( m, r, 2 ) ( m, r, 3 )... ( m, r, r-1 )
postulado 47, poligonos concavos ordenados: Of any parallelogram divided into parallelograms consistent from order ( m, r ) m greater than r, r greater than or equal to two, builds a polygon data ordered concave ( m, r, r ) m more that r, r greater or equal to two.
postulado 48, poligonos concavos ordenados: Of any parallelogram divided into parallelograms consistent from order ( m, r ) m greater than r, r greater than or equal than three odd, builds a polygon data ordered concave ( m, r, r ) m more that r, r greater or equal to three odd.
postulado 49, poligonos concavos ordenados: Of any parallelogram divided into parallelograms consistent from order ( m, r ) m greater than r, r greater than or equal to two pair, builds a polygon data ordered concave ( m, r, r ) m more that r, r greater or equal to two pair.