Given a market price of P, profit is maximised where MR = MC = P. This occurs at a quantity of Q. At Q, the firm's average revenue (AR) per unit of production is P, which is also equal to the average cost per unit (AC). Since AR = AC, the firm only earns a normal profit, since all its costs, including the opportunity cost of self-owned, self-employed resources, are fully covered. Point E is usually called the break-even point which is the point where the firm is able to cover its costs and earns only a normal profit.
As long as average revenue is equal to average cost, the firm is earning a normal profit.
If AR = AC, then a normal profit is earned.
Alternatively, you can find the firm's profit position by subtracting the firm's total cost from its total revenue. The firm's total revenue is equal to the price of the product P, multiplied by the quantity produced (and sold) Q. This is equal to the area 0-P-E-Q in the above diagram. The total cost of the firm is equal to the average cost, which is equal to P, multiplied by the quantity Q, and is also represented by the area 0-P-E-Q (the same as for total revenue). Therefore, total revenue equals total cost and the producer is only making a normal profit.