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**Number FOUR:****This is the only number that is the same in counts at when it is expressed in the English language, that is, FOUR has 4 letters.**

**5 to any power will end up with an answer having its first digit being also 5.**

__Number FIVE__:

__Number SIX__:6 to any power will end up with an answer having its first digit being also 6. Similar to number five.

The factors for SIX is 1, 2 and 3. By adding them 1 + 2 + 3 = SIX.

However, we can also multiply the factors to get the

*same*number , 1 x 2 x 3 = SIX.

__Number NINE__:

9 + 9 = 18

9 x 9 = 81

By adding and multiplying the number 9 itself, the answer is the reverse of each other!

__Number THIRTEEN__:

Look at the result of doing the square of 13 and its reverse 31.

13

^{2}= 16

**9**and 31

^{2}=

**9**61

By reversing the source, the result also reverses. Fun, right?

__Number 47__:Adding 47 to 2, gives 47 + 2 = 49.

Multiply 47 by 2, gives 47 x 2 = 94. ==> Answer is the reverse of the addition !

**Number 71**The cube of 71 gives 7

^{3 }= 357 911. The answer is a sequence of ascending odd number from 3 to 11!

**Number 504**This number can be obtained using two special products (reversal numbers).

12 X 42 = 504

21 X 24 = 504

Amazing multiplication!

**Number 2592**Interesting maths computation. Look at the pattern.

2592 = 2

^{5}X 9

^{2}The numbers are in exact sequence!

__Number 3435__:3

^{3}+ 4

^{4}+ 3

^{3}+ 5

^{5}= 3435

By having the power of the individual digit be itself, number 3435 can create itself.

Maths is interesting!

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