Let's us solve some puzzles, Try his one...
Rule: You are allowed to move only one digit among any one of the numbers such that it satisfies the equation 101 - 102 = 1 .
You can move only one digit anywhere for example 110 -102 ( changed the place of 1 in 101).
You are not allowed to change the signs.
You need to move the 2 up :)
Another one. It's my favorite puzzle.
Is there a sequence of valid moves in chess that leads to the following (explain):
White plays first. This is possible when white makes a move with knight.
White knight moves from g1 to h3,the black pawn move from e7 to e5, again the white knight moves from h3 to g1.
Find the number.
Let the number be x.
If x is divided by 1 the remainder is 0.
if x is divided by 2 the remainder is 1.
if x is divided by 3 the remainder is 2.
and so on..
if x is divided by 10 the remainder is 9.
What is the value of x ?
The number is 2519
Find the sequence.
Also explain the logic.
The above puzzle is very tough to solved. But any way, The solution is ..
1 -> 11 (One 1)
11 -> 21 (two 1)
21 -> 1211 (one 2 and one 1)
1211 ->111221 (one 1, one 2 and two 1)
111221 ->312211 (three 1, two 2 and one 1)
Suppose there there is a no. 5861155
for fist digit (5) that is ONE 5 =15
for second digit (8) that is ONE 8=18
for third digit (6) that is ONE 6=16
for forth and fifth digit (11 (though both the digit is same)) those are TWO 1=21
for sixth and seventh digit (55 (though both the digit is same)) those are TWO 5=25
So, the number is 1518162125
Find the Numbers.......
A teacher says: I'm thinking of two natural numbers greater than 1. Try to guess what they are.
The first student knows their product and the other one knows their sum.
First: I do not know the sum.
Second: I knew that. The sum is less than 14.
First: I knew that. However, now I know the numbers.
Second: And so do I.
What were the numbers?
7 and 2 ?
Is it 4 and 3 ?
That's a tough one.
Here's a simple one...
Find the number.
2, 2 , 4 , 12 , 48 , ??
A new one: 0, 1, 1, 8, 6561, ...