the digit in the tens place of a two digit number is 3 times of that in the ones place
if the digits are reversed the new number will be 36 less than the original number find the number
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x= 3y......(i)
10y+x = (10x+y) - 36
x-y = 4
x=y+4........(ii)
equating equations (i) and (ii)
3y= y+4
y= 2
substituting the value of Y in equation (i) we get
x= 6
show the original number was
62
10y+x = (10x+y) - 36
x-y = 4
x=y+4........(ii)
equating equations (i) and (ii)
3y= y+4
y= 2
substituting the value of Y in equation (i) we get
x= 6
show the original number was
62
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