the unit digit of a two digit number is 3 times of tens digit if digits are interchanged the new no so obtained is 36 more than the original no. find the original no. ?
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Let the tens place digit be a
Unit place digit = 3a
According to question,
10(a) + 3a + 36 = 10(3a) + a
=> 13a + 36 = 31a
=> 18a = 36
=> a = 2
Required number = 10(2) + 3(2)
= 20 + 6
= 26
Unit place digit = 3a
According to question,
10(a) + 3a + 36 = 10(3a) + a
=> 13a + 36 = 31a
=> 18a = 36
=> a = 2
Required number = 10(2) + 3(2)
= 20 + 6
= 26
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