There is a good deal of ambiguity in this question. I'm assuming x(9) means x^9. I interpret the question as:
((x^9/6)-(y+44)/297)/6=0. Therefore, x^9/6=79/297, when y=35. x^9=6*79/297=158/99. Therefore 9logx=log(158/99), logx=0.022558 approx. So x=1.0533 approx. This may be the solution, but other solutions are possible depending on interpretation of the question.
Another solution is x=0, if the denominator of x^9 is the whole of the expression following "If x(9)". In this interpretation the value of y is irrelevant.