The SRAS curve slopes upward.
- We can understand how each firm in an economy reacts to price stickiness using the short-run aggregate supply curve (SRAS). The SRAS curve will have an upward slope when prices are stable. According to the SRAS curve, more output results from higher price levels.
- The SRAS curve will move to the left as the cost of such inputs rises, signaling that, at each level of output price, greater input costs will discourage production because they will make it more difficult to turn a profit.
- The SRAS curve moves to the right as productivity increases because more productive businesses can generate more output at all pricing points.
Thus this is the answer.
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The company national and the company branstons I dont like them
Answer:
Emotional Processing and Emotional Expression
Explanation:
In order to respond to emotional situations, two approaches are involved in approach-oriented emotion-focused coping:
<em>i) Emotional processing: </em>reflects how individuals process stress related events and move past them. In the event of re-occurrence of the events, the individuals will not be as disrupted as when the instance first occurred.
<em>ii) Emotional expression: </em>entails communicating and sharing emotions expressly i.e. whether verbally or non-verbally. Expressive writing on emotional disclosure e.g by use of journals, is known to help individuals to overcome previous depressive symptoms.
Answer:
Following are the solution to the given questions:
Explanation:
Please find the complete question in the attached file.
In this question, the Stinsons would prefer the most profitable alternative
Formula:
In point A:


In point B:


In point C:

Answer:
C) $1,455.08
Explanation:
Formula = M = [P (1 + r)^n * r] / [(1 + r)^n - 1]
Putting the figures in the formula =
$70 = P [(1 + 0.142/12)^24 * 0.142/12 ] / [(1 + 0.142/12)^24 - 1]
=> $70 = P (1.326209535) * 0.142/12 / 0.326209535
=> $70 = P * 0.0156934795 / 0.326209535
=> P = $1455.08
So, the maximum initial purchase that Carla can buy on credit = $1455.08