Question

Please answer the following question ​

Answer 1

Answer:

here is your answer and have a great day friend

Answer 2

Answer:

$ones \: digit = (9 - x)$

$tens \: digit = 10x$

$10x + (9 - x) + 27 = 10(9 - x) + x$

$= 10x + (9 - x) + 27 = 90 - 10x + x$

$= 10x + 9 - x + 27 = 90 -9x$

$= 9x + 36 = 90 - 9x$

$= 18x = 90 - 36$

$= 18x = 54$

$= x = 3$

$36 + 27 = 63$

The number is = 36

The new number is = 63

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