Is diagonals a scrabble word?

Official Scrabble Players Dictionary YES

Official Tournament and Club Word List YES

Collins Scrabble Words YES

Is diagonals valid Words with Friends?

Words with Friends YES

Official Scrabble Players Dictionary YES

Official Tournament and Club Word List YES

Collins Scrabble Words YES

Is diagonals valid Words with Friends?

Words with Friends YES

- NOUN:
- DIAGONAL, an oblique line
- a straight line joining two opposite corners of a square, rectangle, or other straight-sided shape.
- the set of elements of a matrix that lie on a line joining two opposite corners.
- a slanting straight line
- a slanting row of squares whose colour is the same. ADJECTIVE:
- (of a straight line) joining two opposite corners of a square, rectangle, or other straight-sided shape.
- (of a line) straight and at an angle; slanting

- Water-bugs skated hither and thither in apparently purposeless diagonals.
- He drew diagonals this way and that across the advertisement.
- The spandrels are formed of uprights and diagonals, the former being made of four angle-irons, and the latter of one angle-iron.
- Roads in the Zapotec country do not go directly up the hillside, as in the land of the Mixes, but zigzag by gentle diagonals up the slopes.
- The problem is so to place them in a square that neither colour nor number shall be found repeated in any one of the five rows, five columns, and two diagonals.
- Can you do it in twelve? Every turning must be made on a star, and the lines must be parallel to the sides and diagonals of the square, as shown.
- The second example is a Semi-Nasik, which has the additional property that the opposite short diagonals of two cells each together sum to 34.
- It will be seen that the pips add up fifteen in every row in every column, and in each of the two long diagonals.
- The illustration shows eighteen dominoes arranged in the form of a square so that the pips in every one of the six columns, six rows, and two long diagonals add up 13.
- In the first the constant, 15, is obtained by the addition of the rows, columns, and two diagonals.
- And the manner of derivation here is simply to reverse the two diagonals.
- It is derived from the multiplying square by merely reversing the diagonals, and the constant of the multiplying square is the cube of that of the dividing square derived from it.
- I shall give the best answer that I have been able to obtain, in which there is a slight error in the diagonals alone.
- Note that in every one of the sixteen smaller squares the two diagonals sum to 65.

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