The sum of a tow digit number is 7.on interchaging the number exceeds original number by 27
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let the 1st no be and
second no be y
according to the question,
x+y=7 -------------- 1
on interchanging the digits we get,
10y+x=10x+y+27
10y-y+x-10x=27
9y-9x=27
9(y-x)=27
y-x = 27/9
y-x=3
-x + y = 3 ----------- 2
from eq 1 and 2
x+y=7
+(-x+y=3)
--------------
2y=10
y=10/2
y=5
now we can substitute the value of y in eq 1
x+y=7
x+5=7
x=7-5
x=2
hence the no is 25
hope my ans is helpful :)
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