Assume a firm faces two customers in the market. Customer 1 has an inverse demand of pequals=150150minus−q 1q1, and Customer 2 has an inverse demand of pequals=180180minus−q 2q2. Marginal cost per unit is constant and equal to $5050. Determine the profit-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 profit-maximizingLOADING... price is $nothing. (Enter a numeric response using a real number rounded to two decimal places.)

As related to a company completing the purchase to pay process, is there an accounting journal entry "behind the scenes" when xyz company pays for the goods within 10 days of the invoice (gross method is used for discounts and terms are 2/10 net 30) that updates the general ledger?

True or false: a fitted model with more predictors will necessarily have a lower training set error than a model with fewer predictors.

Two products, qi and vh, emerge from a joint process. product qi has been allocated $34,300 of the total joint costs of $55,000. a total of 2,900 units of product qi are produced from the joint process. product qi can be sold at the split-off point for $11 per unit, or it can be processed further for an additional total cost of $10,900 and then sold for $13 per unit. if product qi is processed further and sold, what would be the financial advantage (disadvantage) for the company compared with sale in its unprocessed form directly after the split-off point?