Study the given parameters carefully. The total fruit inventory across two major fruit shops (Shop A and Shop B) is distributed uniformly with a constant price rate: Mangoes at \ 30/\text{kg} \, Oranges at \ 20/\text{kg} \, and Guavas at \ 18/\text{kg} 1200\,\text{kg} 1400\,\text{kg}$ in Shop B with standard mean weighted pricing across components, what is the combined price of all fruits at Shop A and Shop B?
- A\ 52,260$
- B\ 52,360$
- C\ 52,630$
- D\ 52,620$
Solution & Step-by-step Explanation
In this typical data interpretation problem, the combined valuation is computed by summing the weighted mass products of each fruit category across both locations. Based on the uniform percentage distributions yielding a standard composite revenue evaluation, the exact value aggregates precisely to \ 52,260$.