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Spanish Open dictionary by Ricardo de Cuba Menendez



Ricardo de Cuba Menendez
  511

 ValuePosition
Position1818
Accepted meanings51118
Obtained votes256
Votes by meaning05275
Inquiries1181820
Queries by meaning235275
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"Statistics updated on 4/26/2024 1:35:19 PM"




Meanings sorted by:

postulado 167 poligonos concavos ordenados
  30

All full ordered concave polygon divided into consistent data 40 rhomboid; m, 2, 2-) greater than three, m is separated into two rhomboids divided at rhomboid consistent from order ( m, 41-1; and ( m-1, 41-2;

  
postulado 166 poligonos concavos ordenados
  18

All polygon ordered full concave divided into congruent Rhombus of data ( m, 2, 2-) greater than three, m is separated into two rhomboids divided into congruent Rhombus of order ( m, 41-1; and ( m-1, 41-2;

  
postulado 165 poligonos concavos ordenados
  24

All full ordered concave polygon divided into 40 data congruent parallelograms; m, 2, 2-) m is equal to two, separates into two parallelograms divided into ( 2.2 order congruent parallelograms ) and ( 3.1 ).

  
postulado 168 poligonos concavos ordenados
  18

All polygon ordered full concave divided into congruent squares data ( m, 2, 2-) greater than three, m is separated into two rectangles divided into congruent squares of order ( m, 41-1; and ( m-1, 41-2;

  
postulado 169 poligonos concavos ordenados
  25

All polygon ordered full concave divided into congruent rectangles of data ( m, 2, 2-) greater than three, m is separated into two divided into 40 order congruent rectangles; rectangles, 1-) and ( m-1, 41-2;

  
postulado 170 poligonos concavos ordenados
  19

It is assumed that using a square divided into congruent squares equal shape one on order ( m, 41 m; m greater than or equal to two, builds a polygon concave ordered in the same way one data ( m, mm, n ) m greater than n, n greater or equal to one.

  
postulado 171 poligonos concavos ordenados
  17

It is assumed that through a diamond divided into congruent diamond shapes in the same way one of order ( m, 41 m; m greater than or equal to two, builds a polygon concave ordered divided into congruent rectangles of the same form one data ( m, mm, n ) m greater than n, n greater or equal to one.

  
postulado 172 poligonos concavos ordenados
  24

It is assumed that through a rectangle divided into congruent rectangles of two equal ( m, 41 m order form; m greater than or equal to two, builds a polygon concave ordered divided into congruent diamond shapes in the same way two data ( m, mm, n ) m greater than n, n greater or equal to one.

  
postulado 149 poligonos concavos ordenados
  12

The length of the side of the rectangle circumscribed by a polygon concave ordered divided into congruent Rhombus of shape one on data ( ( m, n, n ) m greater than n, n greater or equal to two, is equal to m by the length of the diagonal of the congruent Rhombus

  
postulado 150 poligonos concavos ordenados
  35

The length of the side less than rectangle circumscribed by a polygon concave ordered divided into congruent Rhombus of shape one on data ( ( m, n, n ) m greater than n, n greater or equal to two, is equal to n by the length of the lower of the congruent diamond diagonal

  
postulado 151 poligonos concavos ordenados
  20

The length of the side of the diamond shape circumscribed to a polygon concave ordered divided at rhomboid congruent of the form one data ( m, ) m greater than n, n greater or equal to two, is equal to m by the length of the lower of the congruent diamond diagonal

  
postulado 152 poligonos concavos ordenados
  25

The length of the side under the rhomboid circumscribed to a polygon concave ordered divided at rhomboid congruent of the form one data ( m, ) m greater than n, n greater or equal to two, is equal to n by the congruent rhomboid minor diagonal length

  
postulado 153 poligonos concavos ordenados
  18

The length of the side of the rectangle circumscribed by a polygon concave ordered divided into 40 data form two congruent Rhombus; m, ) m greater than n, n greater or equal to two, is equal to m by less than the congruent diamond diagonal length.

  
postulado 154 poligonos concavos ordenados
  24

The length of the side less than rectangle circumscribed by a polygon concave ordered divided into 40 data form two congruent Rhombus; m, ) m greater than n, n greater or equal to two, is equal to the length of the diagonal of the congruent diamond n.

  
postulado 155 poligonos concavos ordenados
  27

The length of the side of the diamond shape circumscribed to a polygon concave ordered divided at rhomboid congruent of the two way data ( m, ) m greater than n, n greater or equal to two, is equal to m by the congruent rhomboid minor diagonal length.

  
postulado 156 poligonos concavos ordenados
  30

The length of the side under the rhomboid circumscribed to a polygon concave ordered divided at rhomboid congruent of the two way data ( m, ) m greater than n, n greater or equal to two, is equal to the length of the diagonal of the congruent rhomboid n.

  
postulado 157 poligonos concavos ordenados
  34

The length of the side of the resctangulo confined to a polygon concave ordered divided into congruent Rhombus of shape three in fact ( m, ) m greater than n, n greater or equal to two, is equal to the length of the diagonal of the congruent diamond n.

  
postulado 158 poligonos concavos ordenados
  32

The length of the side less than rectangle circumscribed by a polygon concave ordered divided into congruent Rhombus of shape three in fact ( m, ) m greater than n, n greater or equal to two, is equal to m by less than the congruent diamond diagonal length.

  
postulado 159 poligonos concavos ordenados
  27

The length of the side of the diamond shape circumscribed to a polygon concave ordered divided into congruent rhomboid in shape three in fact ( m, ) m greater than n, n greater or equal to two, is equal to the length of the diagonal of the congruent rhomboid n.

  
postulado 160 poligonos concavos ordenados
  37

The length of the side under the rhomboid circumscribed to a polygon concave ordered divided into congruent rhomboid in shape three in fact ( m, ) m greater than n, n greater or equal to two, is equal to m by the congruent rhomboid minor diagonal length.

  






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