Express the following
statement as a linear equation
in two variables.
The sum of a two-digit
number and the number
obtained by reversing the
order of its digits is 55.
Assume the digits in ones and
tens place are 'x' and 'y'
respectively.
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Answer:
let the digit in ones and tens place be x and y respectively
then required number =10x+y
number obtained by reversing the order of digits
is=10y+x
ATQ
10x+y+10y+x=55
11x+11y=55
x+y=5
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