Last Problem:
How many different outcomes are possible in the toss of two coins? [Perhaps this is not so obvious as it might seem at first glance?]
Answer:
When most people think about this problem, the immediately answer that there are four possible outcomes: heads-heads, tails-tails, heads-tails and tails-heads.
But in reality, there can be a fifth possibility that mathematicians fails to acknowledge – uncountable. For example, one (or both) of the coins can land in the mud – or on a ledge – or drop down a sewer grate or be carried by an eagle in flight who caught the silvery coin it by its feet. The fifth probability of “uncountable” is not high, but it is also certain to occur occasionally.
Today’s Problem:
Can you rearrange the letters below to form one word in the space provided?
Rearrange the Two Words Below
| N | E | W | D | O | O | R |
To Make One Word