Math, asked by behrozedaruwalla, 19 days ago

x is a two digit number whose sum of digits is 13, x<75. pls solve my fellow lads. ​

Answers

Answered by FallenLove
19

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Let the digits at tens place and ones place: x and 9−x respectively.

∴ original number =10x+(9−x)

=9x+9

Now Interchange the digits: Digit at ones place and tens place: x and 9−x respectively.

∴ New number: 10(9−x)+x

=90−10x+x

=90−9x

AS per the question

New number = Original number +27

90−9x=9x+9+27

90−9x=9x+36

18x=54

x=54/18

x=3

Digit at tens place ⇒ 3 and one's place : 6

∴ Two digit number: 36

Answered by βαbγGυrl
5

Step-by-step explanation:

Let the digits at tens place and ones place: x and 9−x respectively.

∴ original number =10x+(9−x)

=9x+9

Now Interchange the digits: Digit at ones place and tens place: x and 9−x respectively.

∴ New number: 10(9−x)+x

=90−10x+x

=90−9x

AS per the question

New number = Original number +27

90−9x=9x+9+27

90−9x=9x+36

18x=54

x=54/18

x=3

Digit at tens place ⇒ 3 and one's place : 6

∴ Two digit number: 36

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