In a two digit number the sum of its digit is 14 .Twice the tens digit exceeds the units digit by one find the numbers.
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Answer:
a=5, b=9
Step-by-step explanation:
Assume the two digit number is ab.
a+b =14 - from statement 1
2×a = b+1 - from statement 2
using above b=14-a
so 2a+a = 14+1
3a=15
a=5, hence b = 14-5 = 9
So, a=5, b=9
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