Asked by ishu
In a two digit no tens digit is 5 less than unit digit.if the digit are interchanged the new no exceeds the original no by 7 find the no
Answers
Answered by
Reiny
unit digit is x
tens digit is x-5
the actual number is 10(x-5) + x
the number reversed is 10x + (x-5)
10x + (x-5) - (10(x-5) + x) = 7
10x + x - 5 - (10x - 50 + x) = 7
11x - 5 - 11x + 50 = 7
45 = 7 , which is a contradiction
There is no solution
The question is bogus.
e.g.
possible cases
number, reverse
16 , 61
27 , 72
38 , 83
49 , 94
none of them have a difference of 7
tens digit is x-5
the actual number is 10(x-5) + x
the number reversed is 10x + (x-5)
10x + (x-5) - (10(x-5) + x) = 7
10x + x - 5 - (10x - 50 + x) = 7
11x - 5 - 11x + 50 = 7
45 = 7 , which is a contradiction
There is no solution
The question is bogus.
e.g.
possible cases
number, reverse
16 , 61
27 , 72
38 , 83
49 , 94
none of them have a difference of 7
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