The objective function to model the total monthly profit for the television manufacturer is P(x, y) = 125x + 190y, where x and y represent the quantities of QLED and OLED televisions manufactured, respectively.
To formulate the objective function that models the total monthly profit for the television manufacturer, we'll consider the profit per unit for QLED and OLED televisions.
Let x be the number of QLED televisions and y be the number of OLED televisions manufactured in a month. The profit per unit for QLED televisions is $125, and for OLED televisions, it's $190.
The objective function P(x, y) representing the total monthly profit is given by the sum of the profits from QLED and OLED televisions:
P(x, y) = 125x + 190y
Here, 125x represents the total profit from QLED televisions (x units), and 190y represents the total profit from OLED televisions (y units).
The goal is to maximize this objective function to optimize the total profit based on the production quantities of QLED and OLED televisions.
In summary, the objective function is P(x, y) = 125x + 190y, where x is the number of QLED televisions and y is the number of OLED televisions.