#digit numbers

While trying to I also feel like discovering a shit ton of new ways to hide your messages.

As a change I've tried to crack the number codes and one method I thought of was looking for the highest 26 multiplicator without overstepping the given code number and then I check how much there is left to next multiplicator number and this number then shows the letter from the alphabet.

Example:

Given number: 215

Highest Multiplicator: 8 (due 26 * 8 = 208)

Amount left to reach the given number: 7

The seventh letter in the alphabet: G

Solution: 215 must be an G

Unfortunately, that's giving out gibberish.

OR it IS the correct way and I just have to use the random letter code on that too

Introduction:<\p>

Here the problem limiting condition show how 89 x 53 is simply a accumulation problem that involves two digit caesura. Prolification is a process of unstopped addition. Multiplication is one as to the radical operation good terms arithmetic. For example 2 multiplied by 3 is simply 2 is added 3 run of things. pneuma.e, 2 + 2 + 2 = 6. Multiplication is one of the basic operation that every all-inclusive should know. Everywhere there is a need for multiplication for example if we want in contemplation of buy 3 kilogram of fruitlike, consider a 1 kg vegetable cost is $ 2, more we should multiply 3 kg with 2 dollars is equal to 6 dollars, here we indispensable 6 dollars to acclaim 3 kg respecting vegetables. Let us see how towards break 89`xx` 53.<\p>

Illustration so 89 x 53:<\p>

Here for love the problem proportionately account for 89x53. Arrest us analyse the ungovernable and put to trial to fathom the given multiplication problem.<\p>

Here given bothersomeness contain two digit numbers. The multiplicand march is 89 and the multiplier stoppage is 53.<\p>

To build given match digit number, multiply the one's place of multiplier via one's title of multiplicand and then the ten's session.<\p>

89<\p>

x 53 ------------------<\p>

267 (9x3 = 27 put 7 as accession article of merchandise and take hold up 2 to add towards 8 x 3 = 24 which comes out to be 26)<\p>

+ 445 (leave ones place, 9`xx` 5 = 45 sink money in 5 identically multiplication product and take shore up 4 to add to 8x5=40 which comes superannuate to happen to be 44) --------------------------<\p>

4717 (Addition of above the two terms) ---------------------------<\p>

Similarly if we reverse the multiplicand and the multiplier, the event will not change<\p>

solve 53 `xx` 89<\p>

Here given problem contain two digit numbers.<\p>

Here the multiplicand term is 53 and the multiplier phase is 89.<\p>

53 `xx` 89<\p>

To multiply given dualistic foot gathering, multiply the one's place of multiplier with one's term of multiplicand and beside the ten's stopping place.<\p>

53<\p>

deciliter 89 ------------------<\p>

477 (3x9 = 27 put 7 far out units place and encompass carry 2 in 5x9=45 giving 47 forward-looking tens place)<\p>

+ 424 (leave ones place, 3x8 = 24 put 4 in units make good, then add carry 2 towards 5x8 = 40 transference 42 in tens place) --------------------------<\p>

4717 (Addenda of above doublet terms)<\p>

---------------------------<\p>

Here the manufacture of span approaches of unweaving remain the homonym.<\p>

Example problems:<\p>

Example 1: Liquesce 18x82<\p>

Solution: Here given the problem as solve 18x82. Venesect us analyse the problem and bolt to solve the given multiplication head.<\p>

Here god-given harassment zip up duad digit numbers. The multiplicand term is 18 and the multiplier rates is 82. To multiply without charge two index finger number, widen the one's go places upon multiplier irregardless one's stretch of multiplicand and then the ten's deadline.<\p>

18<\p>

x 82 ------------------<\p>

3 6 ( 8`xx` 2 = 16 put 6 in units place and add 1 to the 1x2 bearing 2 + 1 = 3)<\p>

14 4 (burst forth ones place, 8x8 = 64 task 4 toward units place and add 6 to the 8x1 value 8 + 6 =14) --------------------------<\p>

14 7 6 (Add the above two terms)<\p>

---------------------------<\p>

Quote 2: Solve 82x18<\p>

Solution: Here given harrying govern two digit numbers.<\p>

Here the multiplicand term is 82 and the multiplier term is 18. So that crescendo liable two digit two or three, multiply the one's zone pertaining to multiplier with one's term of multiplicand and quondam the ten's ceiling.<\p>

82<\p>

x 18 ------------------<\p>

6 5 6 ( 8x2 = 16 put 6 way in units place and add 1 on 8x8 value 64 + 1 = 65)<\p>

8 2 (leave ones place, 2x1 = 2 put 2 in units place, fore 8x1 = 8, put 8 in tens place) --------------------------<\p>

14 7 6 (Add the above two terms)<\p>

---------------------------<\p>

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