The sum of the digits of a two- digit number is 10. The number is decreased by 36 if the digits are reversed. Find the original number
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Answer:
x+y=10
(10x-y)-36=10y+x
10x-x-36=10y-y
9x-36=9y
9x-9y=36
x-y=4
x+y=10
x-y=4
solving by elimination
x=7
y=3
number=73
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