Calculate the level of activity that maximizes profit

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You manage a small branch of your bank. You have developed a simplified total cost function given by C = 20 + 4X and a revenue function given by R = 22X - 4X2, where X is the level of activity (in hundreds). C and R are both in units of $'000.

Derive the expression for the total profit, P.

Calculate the level of activity that maximizes profit and the amount of profit at that level of activity.

What is your branch's profit situation when the activity level is 350 units?

Verified Expert

Every company that runs a business, runs it with a motive to earn profits. Hence it is important to know the level of activities , its total cost and possible revenue from those activities, so that the profit earned can be found out. The present problem is one such example where one can find the profitability of the business and how it can be maximized. At the same time such a study can help the company to find alternative ways to avoid losses and bring it into profit making one by restructuring its activities.

Reference no: EM131744489

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