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!
Example of the correct math expression:
Joke Of The Day
A visitor to a college campus
A visitor to a college campus paused to admire the new Hemingway Hall. "It's a pleasure to see a building named for Ernest Hemingway."
"Actually," said the guide, "it's named for Joshua Hemingway. No relation."
"Oh? Was Joshua Hemingway a writer also?"
"Yes, indeed. He wrote a check."
"Actually," said the guide, "it's named for Joshua Hemingway. No relation."
"Oh? Was Joshua Hemingway a writer also?"
"Yes, indeed. He wrote a check."
Source: JokesOfTHeDay.net - Brain Teasers Partner
On This Day
Claudius AmyandDied 7 Jul 1740 (born c. 1685).English surgeon whose name is remembered in the term “Amyand's hernia” for an inguinal hernia with an appendix involved. In 1736, Amyand described a surgery for a hernia in an 11-year-old boy where the appendix, perforated by a pin, was within the hernia sac. It is regarded as the first recorded successful appendectomy, though the removal of the appendix was a secondary procedure to the hernia repair. (The first appendectomy which was the planned primary purpose of the procedure is usually credited to Lawson Tait, who performed the operation in May of 1880.) Amyand was Surgeon-in-Ordinary to King George II (1683-1760). He published interesting observations on rare surgical cases in the Philosophical Transactions.[Birth date source gives range as the 1680s. Ref. for the hernia surgery: Philos Trans R Soc Lond 1736; 39: 329-336.] |
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