Answer:
C) $4,000
Explanation:
To calculate economic profit we can use the following formula:
economic profit = total revenue - (accounting costs + implicit costs) = (total revenue - accounting cost) - implicit costs
where:
- accounting profit = total revenue - accounting cost = $50,000
- implicit costs: ($20,000 x 5%) + $45,000 = $1,000 + $45,000 = $46,000
economic profit = $50,000 - $46,000 = $4,000
B/ <span>Cost of repainting the kitchen before moving in</span>
Answer:
(a1) $761,000
(a2) $504,000
(a3) $793,000
Explanation:
(a-1) Amount of net sales reported as revenue in the income statement:
= Cash sales + Credit sales
= $289,000 + $472,000
= $761,000
(a-2) Amount of cash received from collecting accounts receivable:
= Credit sales + Decrease in accounts receivable
= $472,000 + $32,000
= $504,000
(a-3) Amount of cash received from customers:
= Cash sales + Amount of cash received from collecting accounts receivable
= $289,000 + $504,000
= $793,000
Answer:
a. The power and influence of industry driving forces
Explanation:
As per Michael Porter, there exist five competitive forces that influence competition in an industry. The five forces as per Porter are:
- Potential entrants
- Industry competitors
- Customers
- Substitutes
- Suppliers
Potential entrants refers to the risk of new entrants in the market.
Industry competitors refers to the extent of rivalry and competition between existing firms.
Customers relate to the negotiating or bargaining power of the customers and to what extent they exercise such power.
Substitutes refer to the emergence of substitute products in the market which may drive down a firm's sales.
Suppliers relate to the bargaining power exercised by suppliers with respect to inputs.
Answer:
Q = 450
P = 35
Explanation:
TR = P x Q = (75 - 0.1Q) x Q = -0.1Q2 + 75Q
Then, Cost = (30Q + 1,000)
Profit: Total revenue - C
-0.1q2 + 75Q - 30q - 1,000 = -0.1q2 + 45q - 1,000
as this is a quadratic function we identify a b c:
a= -0.1 b = 45 x = -1000
the profit maximum point is at the vertex:
-b/2a = -45/ 2(-0.1) = -45/-0.1 = 450
The profit maximize at Q = 450
P = 75 - 0.1x450 = 35
