I think it'd be E. I hope that helps!
Answer:
net sales for the period by Bear's Retail Store: 11,515.8
Explanation:
From the sales revenues we will subtract the returns and discounts.
sales revenues
530
4,900
<u> 6,900 </u>
12,330
sales returns
690 (6,900 for 10 items the custoemr returns 1 item)
<u><em>sales discount on Nancy </em></u>
(6,900 - 690) x 2% = 124.2
net sales: 12,330 - 690 returns - 124.2 discount = 11.515,8
<span>Well if they are trying to maximize profits then they need to charge more per seat. At 25 seats costing $32.00 per seat you will break even. If the price is not altered then they will not make a profit. I would up the price at least 30%-50% so that they will make a respectable amount of profit on each seat.</span>
Answer:
R(x) = 150x - 6
Explanation:
Marginal Revenue function = 150 - 12
Revenue function = 
R(x) = 150x - 8*(x^1/3+1) / (1/3 + 1) + c
R(x) = 150x - 8*3/4x^4/3 + c
R(x) = 150x - 6x^4/3 + c
Given R(o) = 0
R(o) = 0 = O + C --- C = O
R(x) = 150x - 6