Answer:
This statement is describing demand pull inflation.
Explanation:
If the aggregate demand increases the demand curve will shift rightwards. But if the increase in demand is higher than increase in supply this will lead to an increase in the price level. The output level will increase but constant increase in price will cause inflationary pressures. This is referred toa as demand-side inflation.
Answer:
If a company must expand capacity to accept a special order, it is likely that there will be an increase in fixed costs.
Explanation:
The fixed costs are the part of the total costs of production that remain constant during a given reference quantity in a certain period. These include, for example, depreciation of fixed assets or rental or interest expenses. Since fixed costs are incurred regardless of the application quantity (short-term), they cannot be apportioned to the unit costs according to the cause.
In the present case, given that the company must expand its capacity to take the special order, it means that all of its production factors are totally devoted to production, so that in order to produce a greater quantity of goods, the productive factors must be increased, which are part of the fixed production costs that the company has. Therefore, as the costs of production are altered, there will be an increase in fixed costs.
Answer and Explanation:
The Statement showing the amount and the timing of all the cash Flow of Burger is shown below:-
Year Particulars Amount
0 Cost of new machine ($176,300)
0 Additional installation cost of new machine ($3,275)
0 Sales of old machine $13,150
1-3 Savings in overhaul cost of old machine $11,550
1-10 Saving in variable cost $25,800
(258,000 × ($11.90 - $11.80)
10 Salvage value of new machine $3,730
Answer:
$3.35 per unit
Explanation:
The computation of the fixed cost per unit is shown below:
Given data
Total fixed cost = $764,000
Total cost i.e fixed cost + variable cost = $1,040,000
Total units produced = 200,000
The units is 228,500
So, the fixed cost per unit is
= Total fixed cost ÷ Number of units
= $764,000 ÷ 228,500 units
= $3.35 per unit
By dividing the total fixed cost with the number of units we can get the fixed cost per unit
I think the answer is C but i could be wrong