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Algebra
9000 + 16 2/3 % of ? = 10500
Explanation and memory cue
Let the unknown number be x. The equation is 9000 + (16 2/3)% of x = 10500. Converting 16 2/3% to a fraction gives 1/6. So, 9000 + (1/6)x = 10500. Subtracting 9000 from both sides gives (1/6)x = 1500, so x = 1500 * 6 = 9000. However, this matches option C, but the question asks for the value of '?', which is x. The calculation shows x = 9000, so option C is correct. The initial correct_answer was C, which is correct. The explanation was missing and has been added. The topic is algebra (solving equations). The difficulty is medium because it involves percentage and equation solving.