Suppose that the demand for a product is given by Q=25-0.25P. If the product's price is $128 per unit, how many units will consumers be willing to buy? 00 25
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- Suppose consumers will purchase q units of a product at a price of 100/q+7 dollars per unit. What is the minimum number of units that must be sold in order that sales revenue be greater than $9000?If the demand equation is Q = 100-10P. find the consumer’s surplus when the consumer purchases 18 units. What is the revenue of the seller?How much would be needed today to provide an annual amount of $50000 each year for 20 years, at 9% interest each year? a. $546,000 O b. $456,427 O c. $645,000 O d. $456,000
- If, Total Fixed cost OMR 40000, Selling price per unit OMR 20, and Variable cost per unit OMR 12. What will be the amount of profit if actual sales are OMR 120000?00 Let the demand function for a product be given by the function D(q) = – 1.55q+ 220, where q is the quantity of items in demand and D(q) is the price per item, in dollars, that can be charged when q units are sold. Suppose fixed costs of production for this item are $3, 000 and variable costs are $10 per item produced. If 34 items are produced and sold, find the following: - A) The total revenue from selling 34 items (to the nearest penny). Answer: $ B) The total costs to produce 34 items (to the nearest penny). Answer: $ mth 141.docx Type here to search 直。 a. dp f6 24 & 2. 5. tab slock altSupply and demand curves for a consumer item are give by q = (s(p)=500 + p and q = D(p)=2300-2p respectively p is the price in dollars for one unit of this item and q is the umber of units. The equilibrium price is ' =$600 A sales tax of 3.2% to be directed at the consumers, is under consideration. Determine the amout of money per item that supplies stand to lose due to this tax which is directed at consumers.
- Ay 3. Suppose the cost and the demand for a daily product is: C=10 d(p) = D(1 - w(p)) = 200-10p What is the total contribution (profit) based on the optimal price?Qs Let the selling Price of a product is 200$ and the variable cost is 120$ and the Fixed Cost is 120008 find: . Quantity of Break Even Point. . Break Even Point Revenues in dollar. . The number of product if the operating profitis 24000 a b. c d. The sale value if the expected profit 8000$. = 5=4\ Management has at its disposal the following information: Price Information : P= 2400-30Q The profit-maximizing price: P=240 Dollar Find the Profit-maximizing quantity.
- Bronco Truck Parts expects to sell the following number of units at the prices indicated under three different scenarios in the economy. The probability of each outcome is indicated. Outcome A B C Probability 0.20 0.20 0.60 Units 390 680 1,090 Total expected value Price $25 34 39 What is the expected value of the total sales projection?A manufacturer produces gizmos at a cost of P5 each. The manufacturer computes that if each gizmo sells for x pesos, (15 – x) gizmos will be sold. What is the manufacturer's profit function a(x)? What price x should the manufacturer charge to maximize profit? (Hint: If the profit function is concave, the maximum point is the point where the slope is zero.)using the price p=20 - .05x, use the Revenue function to find the marginal Revenue function R'(x), Find a. R'(100)= b. R'(175)= c. R'(250)= The marginal Revenue R'(x) approximates how the revenue will change on the sale of the next item. a. Given R(100) = 642 and R'(100)= 18 then R(101) ≈ b. Given R(400) = 16,250 and R'(400)= -10 then R(401) ≈ c. Given R(1000) = 3500 and R'(1000) = 3 then R(1001) ≈