Cost price of a bicycle is Rs. (6w + 800). It is marked 25% above its cost price and sold after allowing a discount of 's%'. If the profit earned is (s - 11)%, then consider the following statements:
I. Cost price of the bicycle.
II. Marked price of the bicycle.
III. Profit earned (in Rs) on selling the bicycle. Which of the following statements can be determined according to the above given data?

Marked price of bicycle = 1.25 X (6w + 800) Selling price of bicycle = 1.25 X (6w + 800) X [(100 - s) ÷ 100] Also, selling price of bicycle = [(100 + s - 11) ÷ 100] X (6w + 800) So, 1.25 X (6w + 800) X [(100 - s) ÷ 100] = [(89 + s) ÷ 100] X (6w + 800) Or, 1.25 X (100 - s) = s + 89 Or, 125 - 1.25s = s + 89 Or, 2.25s = 36 So, s = 16 Value of 'w' cannot be determined. So, Cost price, selling price, marked price and profit earned (in Rs) on article cannot be determined. Hence, none of these options can be determined. Hence, the correct answer is D.