(urgent answer)(Pb)Suppose that y=3x/4 and x^y=y^x the quantity x+y can be expressed as a rational number r/s, where r - Maths - Number Systems

Question

(urgent answer)(Pb)Suppose that y=3x/4 and x^y=y^x the quantity
x+y can be expressed as a rational number r/s, where r and s are
relatively prime positive integers {x,y are non-zero real numbers}
The value of (r+s) is :-
1) 107
2) 529
3) 840
4) can't be determined from the given information

Mentor · Accepted Answer

(urgent answer)(Pb)Suppose that y=3x/4 and x^y=y^x. the quantity x+y can be expressed as a rational number r/s, where r and s are relatively prime positive integers {x,y are non-zero real numbers}. The value of (r+s) is :- 1) 107 2) 529 3) 840 4) can't be determined from the given information

(urgent answer)(Pb)Suppose that y=3x/4 and x^y=y^x. the quantity x+y can be expressed as a rational number r/s, where r and s are relatively prime positive integers {x,y are non-zero real numbers}. The value of (r+s) is :-

1) 107

2) 529

3) 840

4) can't be determined from the given information