A fall in the value of the dollar againstother currencies makes U.S. final goods and services cheaper toforeigners even though t
he U.S. aggregate price level stays thesame. As a result, foreigners demand more American aggregateoutput. Your study partner says that this represents a movementdown the aggregate demand curve because foreigners are demandingmore in response to a lower price. You, however, insist that thisrepresents a rightward shift of the aggregate demand curve. Who isright? Explain.
1 answer:
Answer: I am right, the increased demand represents a rightward shift of the aggregate demand curve.
Explanation:
The increase in aggregate demand by foreigners occurred as a result of a fall in the value of the US dollars and aggreagrate price level stayed the same. Therefore, the change in aggregate demand didn't occur as a result of a change in price.
If agregrate demand changed as a result of a change in the aggregate price levels, there would be a change in quantity demanded and a movement along the demand curve.
It's only a change in price that result results in a movement along the aggregate demand curve.
Other factors that leads to a change in demand either shifts the aggregate demand curve to the left or to the right.
Therefore, an increase in aggregate demand as a result of the fall in value of US dollars causes the aggregate demand curve to shift to the right.
The shift in the aggregate demand curve to the right shows that demand has increased but aggregate price hasn't changed.
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Answer:
Explanation:
a) x1 = number of unit product 1 to produce , and
x2 number of unit product 2 to produce
A linear program that will maximize world light profit is the following
maximize subject to
Unit 1 is used both in products in 1 : 3 ratio which can be a maximum of 200 unit 2 is used in 2 : 2 ratio which can be maximum of 300
So, this can be written as the inequations
Profit functio is p = 0ne dollar on product A and two dollar on product B
= x + 2y
Now , we find a feasible area whose extremeties will give the maximum profit for, the graph is ( see attached file )
So on the graph, we can get the other extremeties of the shaded regional so which will not give maximum profit ,
Thus , the maximum possible profit is
p = ($1 * 125) + ($2 * 25)
= $175
