Eight times a two digit number is equal to three times the number obtained by reversing the order of its digits.If the difference between the digits is 5. Find the number.
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Let the number be 10x+y.
Given: 8(10x+y)=3(10y+x)
=>80x+8y=30y+3x
=>77x=22y
=>x=2y/7
Also, given that x-y=5 or y-x=5, let us take the second equation
=>y - 2y/7 =5
=>7y-2y=35
=>y=7, so x is 2.
=> The number is 27.
Given: 8(10x+y)=3(10y+x)
=>80x+8y=30y+3x
=>77x=22y
=>x=2y/7
Also, given that x-y=5 or y-x=5, let us take the second equation
=>y - 2y/7 =5
=>7y-2y=35
=>y=7, so x is 2.
=> The number is 27.
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