Answer:
It show the <em>Changes in output in an economy as the price level changes, holding all other determinants of real GDP constant </em>
Explanation:
<em>The short run aggregate supply curve displays the adjustments in an economy's production as the price level increases, keeping all the other actual GDP determinants constant.
</em>
This demonstrates the connection of the price level to the output
Holding all GDP determinants stable as demand shifts with short run prices indicates a strong correlation among price level and output
Answer:
The materials and supplies in the planning budget for November
= $2,090 + $15 per vehicle
= $2,090 + $15 x 89 vehicles
= $2,090 + $1,335
= $3,425
The correct answer is D
Explanation:
The materials and supplies in the planning budget are comprised of a fixed cost of $2,090 plus a variable cost of $15 per vehicle. The number of vehicle budgeted for was 89 vehicles. Thus, the materials and supplies in the planning budget will be $2,090 plus $1,335 x 89 vehicles.
Answer:
a) the demand curve for Merlot has shifted to the right faster than the supply curve has shifted to the right
Explanation:
As the income of consumers have increased that means that the buying capacity has increased, which contributes to increase in demand of the product.
Further the raw material required to manufacture the product now cost less, accordingly the supply will also be increased.
But the supply would only increase if the producers realize that the demand has increased.
Accordingly, demand shall increase faster than the increase in supply.
Answer:
= 3.72%
Explanation:
We know,
The price of a preferred stock is calculated by dividing the dividends from preferred stock by the required rate of return of preference share. Assuming the stock is growing constantly.
The formula to calculate -
Price of preferred stock = Dividend from preferred stock ÷ required rate of return
Given,
Dividend from preferred stock = $3.35
Price of preferred stock = $90
Therefore,
$90 = $3.35 ÷
or, = $3.35 ÷ $90
or, = 0.0372
Hence, = 3.72%
The required return = 3.72%
