<span>In the basic keynesian model, a decline in autonomous spending reduces short-run equilibrium output.The increase in national income is equal to the primary investment (autonomous) plus a chain of secondary consumption spending. According to Keynes, the root cause of unemployment and depression is inadequate investment, and a consequent low level of aggregate demand.</span>
Answer:
F(x) = 15000 + (140 + 0.04x)
F(x) = 300 - 6x
15000 ÷ (300 - 6x - (140 + 0.04x))
Explanation:
Given that :
Fixed cost = 15000
Variable cost = 140+0.04x
Selling price = 300 - 6x
Number of units = x
Total cost :
Fixed cost + variable cost
15000 + (140 + 0.04x)
Total revenue :
300 - 6x
F(x) = 300 - 6x
Break even point :
Total cost = total revenue
Break even point (units) :
Fixed cost ÷ (selling price per unit - variable cost per unit)
15000 ÷ (300 - 6x - (140 + 0.04x))
<u>Given:</u>
Annual demand = 410 units
Ordering cost = $41
Holding cost = $5 unit per year
<u>To find:</u>
Number of units to be ordered each time an order is placed
<u>Solution:</u>
On calculating the number of units,

Therefore, to minimize the total cost, approximately 77 units should be ordered each time an order is placed.
Answer:
TRUE - Market Based Analysis
Explanation:
Market based analysis is a technique used by sellers to increase sales by better understanding the purchase patterns of customers. It is based on the idea that if a customer buys a certain group of goods, the customer is more or less likely to buy another group of goods. It involves data analysis of customer buying history, product grouping as well as products that are likely to be purchased. In this case the technique used by Haircare is based on market based analysis.
Answer:
7.6%
Explanation:
Calculation for What is the annualized forward premium or discount of the euro
Using this formula
Euro annualized forward premium or discount = [(F/S) - 1] x 360 days/90 days
Where,
F represent forward rate $1.07
S represent current spot rate $1.05
Let plug in the formula
Euro annualized forward premium or discount =[($1.07/$1.05) - 1] x 360 days/90 days
Euro annualized forward premium or discount =($1.019-1)×x 360 days/90 days
Euro annualized forward premium or discount =0.019×360 days/90 days
Euro annualized forward premium or discount =0.076×100
Euro annualized forward premium or discount = 7.6 %
Therefore the annualized forward premium or discount of the euro will be 7.6%