Your warehouse is stocked with goods from 4 different departments. Write a C program to manage the inventory with the following specifications: (i) Prompt the user to input the quantity of each product in stock for each department. Utilize a 2D array for efficient storage. (ii) Identify and display the department with the highest total stock quantity. Implement this using a non-return value function. (iii) Identify and display the department with the lowest total stock quantity. Implement this using a non-return value function. (iv) Calculate and display the average stock quantity for all departments. Use a return value function for this. (v) Determine and display whether each department is well-stocked or needs restocking by comparing its quantity to the average stock quantity. If a department's quantity is greater than or equal to the average, it's well-stocked; otherwise, it needs restocking. Make sure to present the results clearly for each department in the output. Sample Output: Enter quantities for - Department X- Product Alpha: 250, Product Beta: 180, Product Gamma: 120 Department Y - Product Delta: 90, Product Epsilon: 110, Product Zeta: 130 Department Z - Product Theta: 200, Product lota: 120, Product Kappa: 80 Department W- Product Lambda: 150, Product Mu: 100, Product Nu: 130 Highest Stock: Department X [550 units] Lowest Stock: Department Z [400 units] Average Stock: 155.83 units Department X: Well-stocked Department Y: Well-stocked Department Z: Needs restocking Department W: Well-stocked.

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Chapter6: Arrays
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Your warehouse is stocked with goods from 4 different departments. Write a C
program to manage the inventory with the following specifications:
(i) Prompt the user to input the quantity of each product in stock for each
department. Utilize a 2D array for efficient storage.
(ii) Identify and display the department with the highest total stock quantity.
Implement this using a non-return value function.
(iii) Identify and display the department with the lowest total stock quantity.
Implement this using a non-return value function.
(iv) Calculate and display the average stock quantity for all departments. Use a return
value function for this.
(v) Determine and display whether each department is well-stocked or needs
restocking by comparing its quantity to the average stock quantity. If a department's
quantity is greater than or equal to the average, it's well-stocked; otherwise, it needs
restocking.
Make sure to present the results clearly for each department in the output.
Sample Output:
Enter quantities for -
Department X - Product Alpha: 250, Product Beta: 180, Product Gamma: 120
Department Y - Product Delta: 90, Product Epsilon: 110, Product Zeta: 130
Department Z - Product Theta: 200, Product lota: 120, Product Kappa: 80
Department W - Product Lambda: 150, Product Mu: 100, Product Nu: 130
Highest Stock: Department X [550 units]
Lowest Stock: Department Z [400 units]
Average Stock: 155.83 units
Department X: Well-stocked
Department Y: Well-stocked
Department Z: Needs restocking
Department W: Well-stocked.
Transcribed Image Text:Your warehouse is stocked with goods from 4 different departments. Write a C program to manage the inventory with the following specifications: (i) Prompt the user to input the quantity of each product in stock for each department. Utilize a 2D array for efficient storage. (ii) Identify and display the department with the highest total stock quantity. Implement this using a non-return value function. (iii) Identify and display the department with the lowest total stock quantity. Implement this using a non-return value function. (iv) Calculate and display the average stock quantity for all departments. Use a return value function for this. (v) Determine and display whether each department is well-stocked or needs restocking by comparing its quantity to the average stock quantity. If a department's quantity is greater than or equal to the average, it's well-stocked; otherwise, it needs restocking. Make sure to present the results clearly for each department in the output. Sample Output: Enter quantities for - Department X - Product Alpha: 250, Product Beta: 180, Product Gamma: 120 Department Y - Product Delta: 90, Product Epsilon: 110, Product Zeta: 130 Department Z - Product Theta: 200, Product lota: 120, Product Kappa: 80 Department W - Product Lambda: 150, Product Mu: 100, Product Nu: 130 Highest Stock: Department X [550 units] Lowest Stock: Department Z [400 units] Average Stock: 155.83 units Department X: Well-stocked Department Y: Well-stocked Department Z: Needs restocking Department W: Well-stocked.
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