The sum of the digits of a two digit number is 9 . If 9 is added to it , the digits of the number are reversed . Find the number
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Let’s say x is the unit digit and y is the tenth digit.
y+x = 9 -> y=9-x
10x+y = 10y+x+27
10x+9-x = 10(9-x)+x+27
10x+9-x = 90–10x+x+27
18x = 108
x = 6
so y = 3
let’s check
63 - 39 =27
#mark brainleist
27 = 27 (correct)
y+x = 9 -> y=9-x
10x+y = 10y+x+27
10x+9-x = 10(9-x)+x+27
10x+9-x = 90–10x+x+27
18x = 108
x = 6
so y = 3
let’s check
63 - 39 =27
#mark brainleist
27 = 27 (correct)
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