Rules
Guess the NERDLE in 6 tries. After each try, the color of the tiles will change to show how close your guess is to the solution.
If the tile becomes GREEN, your number or operation is located at correct place. If the tile becomes RED, your number or opeartion exists within the expression, but at different place.
- Each try is a calculation (math expression).
- You can use 0 1 2 3 4 5 6 7 8 9 + - * / or =.
- It must contain one “=”.
- It must only have a number to the right of the “=”, not another calculation.
- Standard order of operations applies, so calculate * and / before + and - eg. 3+2*5=13 not 25!
Joke Of The Day
Bare back...
An Indian on horseback came along and offered her a ride to a nearby town.
She climbed up behind him on the horse and they rode off.
The ride was uneventful except that every few minutes the Indian would let out a whoop so loud that it would echo from the surrounding hills.
When they arrived in town, the Indian let her off at the local service station, yelled one final 'yahoo' and rode off.
'What did you do to get that Indian so excited?' asked the service station attendant.
'Nothing,' shrugged the woman, 'I merely sat behind him on the horse, put my arms around his waist, and held onto his saddle horn so I wouldn't fall off.'
'Lady,' the attendant said, 'Indians ride bareback...'
On This Day
Moritz Benedikt CantorDied 10 Apr 1920 at age 90 (born 23 Aug 1829).German historian of mathematics, one of the greatest of the 19th century. He is best remembered for the four volume work Vorlesungen über Geschichte der Mathematik which traces the history of mathematics up to 1799. The first volume (published 1880) traces the general history of mathematics up to 1200. The second volume traces the history up to 1668 (the year Newton and Leibniz were just about to embark on their mathematicalresearches). The third volume continues up to 1758 (Lagrange's work began shortly after this date). Cantor then, at the age of 69, as editor-in-chief, organised a team with nine further contributors to collaborate on the fourth volume (published 1908), continuing to 1799, the year of Gauss's doctoral thesis. |
