Asked by Nathya
A certain number is three times the sum of its digits,if 45 is added to the digit it is reverse. Find the digit.
Let the two digit number be xy(10x and y)
xy=3(10x+y)
3(10x+y)+45=10y+x
how to solve this sum in addition and subtraction method
i don't know from here
Let the two digit number be xy(10x and y)
xy=3(10x+y)
3(10x+y)+45=10y+x
how to solve this sum in addition and subtraction method
i don't know from here
Answers
Answered by
Steve
if the digits are x and y, the value is 10x+y
10x+y = 3(x+y)
10x+y+45 = 10y+x
The number is thus 27
check:
27 = 3*(2+7)
27+45=72
10x+y = 3(x+y)
10x+y+45 = 10y+x
The number is thus 27
check:
27 = 3*(2+7)
27+45=72
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