Ella Ltd recently started to manufacture and sell product DG. The variable cost of product DG is £4 per unit and the total weekly fixed costs are £18 000. The company has set the initial selling price of product DG by adding a mark up of 40 per cent to its total unit cost. It has assumed that production and sales will be 3000 units per week. The company holds no stocks of product DG. Required: (a) Calculate for product DG: (i) the initial selling price per unit; and (ii) the resultant weekly profit. The management accountant has established that a linear relationship between the unit selling price (P in £) and the weekly demand (Q in units) for product DG is given by: P = 20 - 0:002Q The marginal revenue (MR in £ per unit) is related to weekly demand (Q in units) by the equation: MR = 20 - 0:004Q (b) Calculate the selling price per unit for product DG that should be set in order to maximize weekly profit. (c) Distinguish briefly between penetration and skimming pricing policies when launching a new product.
Ella Ltd recently started to manufacture and sell product
DG. The variable cost of product DG is £4 per unit and the total
weekly fixed costs are £18 000.
The company has set the initial selling
adding a mark up of 40 per cent to its total unit cost. It has assumed
that production and sales will be 3000 units per week.
The company holds no stocks of product DG.
Required:
(a) Calculate for product DG:
(i) the initial selling price per unit; and
(ii) the resultant weekly profit.
The
linear relationship between the unit selling price (P in £)
and the weekly demand (Q in units) for product DG is
given by:
P = 20 - 0:002Q
The marginal revenue (MR in £ per unit) is related to weekly
demand (Q in units) by the equation:
MR = 20 - 0:004Q
(b) Calculate the selling price per unit for product DG that should
be set in order to maximize weekly profit.
(c) Distinguish briefly between penetration and skimming pricing
policies when launching a new product.
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