May I please have some help with the attached question? There is no information aside from what is posted.

Assume a rm faces two customers in the market. Customer 1 has an inverse demand of 9:120'Q1s and Customer 2 has an inverse demand of p=200-q2. Marginal cost per unit is constant and equal to $50. Determine the prot-maximizing price and identical lump-sum fee charged to these two customers. For the following questions, assume the firm will always sell to both customers. The prot-maximizing price is $D. (Enter a numeric response using a real number rounded to two decimal places.)