Answer: A. the aggregate price level falls. commodity prices rise.
Explanation: In short-run, the aggregate supply is usually a graph pointing upward and with a sloping curve. The short-run aggregate supply curve usually points upward sloping because it indicates quantity supplied which increases when the price rises. In the short-run, organisations usually have only one fixed factor of production which is capital.
A functional/hybrid resume would be more suitable for this situation.
Chronological order is normally most supportive when itemizing work understanding, so a potential boss can see where you worked and for to what extent, so it isn't as simple to apply chronological order to your group inclusion or broad preparing.
A six-month moving average forecast is generally better than a three-month moving average forecast if demand: is rather stable.
<h3>What is stable demand?</h3>
This is the type of demands that occurs where by there is no change in the demand over a period of time.
The stable demand is known to have the same shape or remain the same way for a period of time.
Read more on demand here:
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Answer:
The options are given below:
A. $10.
B. $4.
C. $6.
D. $11.
The correct options is D.
Explanation:
Landed cost refers to the total price of a product or shipment once it has arrived at a buyer's doorstep. It includes the original price of the product, the transportation fees (both inland and ocean), customs, duties, taxes, tariffs, insurance, currency conversion, crating, handling and payment fees.
Therefore, in calculating the landed cost of the question above, we sum all the costs incurred thus:
Purchase price = $4
Transportation cost = $6
Packing and loading cost = $1
Landing cost = $4 + $6 + $1 = $11.
Answer:
16.091%
Explanation:
The computation of the WACC is shown below:
= (Weightage of debt × cost of debt) × ( 1- tax rate) + (Weightage of preferred stock) × (cost of preferred stock) + (Weightage of common stock) × (cost of common stock)
= (0.3 × 9%) × ( 1 - 21%) + (0.07 × 9.5%) + (0.63 × 11.60%)
= 2.133% + 6.65% + 7.308%
= 16.091%
Basically we multiplied the weightage with its cost
