The sum of a two digit no. and the no.formed by interchanging the digits is 132
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let the digits be a and b,where b is the unit number and a is the tenth place number..
so according to the given condition
(10a+b)+(10b+a) = 132
(11a+11b) = 132
a + b = 12....(1)
so better find combinations of a and b such that their digit sum is 12.. as shown in eq (1)
while we add the original two digit obtained number with the reversed number..the sum should b 132 ( given in the question)
so the two digit number will be either 75 or 57
so according to the given condition
(10a+b)+(10b+a) = 132
(11a+11b) = 132
a + b = 12....(1)
so better find combinations of a and b such that their digit sum is 12.. as shown in eq (1)
while we add the original two digit obtained number with the reversed number..the sum should b 132 ( given in the question)
so the two digit number will be either 75 or 57
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