A company sells x units of an item. The total revenue is R(x) = 100x - x². The maximum revenue the company can earn is: A. ₹1000 B. ₹2500 C. ₹5000 D. ₹2000 Answer: B) ₹2500 Explanation: R'(x) = 100 - 2x = 0 → x = 50. Max Revenue R(50) = 100(50) - (50)² = 5000 - 2500 = ₹2500.

imo class 12 application of derivatives

A company sells x units of an item. The total revenue is R(x) = 100x - x². The maximum revenue the company can earn is:

VAVidaara Admin Asked 6d ago 0 views 0 answers

A company sells x units of an item. The total revenue is R(x) = 100x - x². The maximum revenue the company can earn is:

Answer: B) ₹2500

Explanation: R'(x) = 100 - 2x = 0 → x = 50. Max Revenue R(50) = 100(50) - (50)² = 5000 - 2500 = ₹2500.