Answer:
Break-even point in dollars= $45,467,000
Explanation:
Giving the following information:
Last year, 80% of its revenue came from the delivery of mailing "pouches" and small, standardized delivery boxes (which provides a 20% contribution margin). The other 20% of its revenue came from delivering non-standardized boxes (which provides a 70% contribution margin). With the rapid growth of Internet retail sales, Express believes that there are great opportunities for growth in the delivery of non-standardized boxes. The company has fixed costs of $13,640,100.
Weighted average contribution margin ratio= (0.80*0.20) + (0.20*0.70)= 0.3
Break-even point in dollars= fixed costs/ contribution margin ratio
Break-even point in dollars= 13,640,100/0.30= $45,467,000
Answer: The formula for simple interest is I=PxRxT. The calculations for each is below.
Explanation: The formula for simple interest is Interest = Principal x Rate x Time. In order solve for each of these variables you need to plug each into the formula.
40,000 x .07 = $2,800
50,000 x .07 = $3,500
60,000 x .07 = $4,200
70,000 x .07 = $4,900
80,000 x .07 = $5,600
90,000 x .07 = $6,300
40,000 x .09 = $3,600
50,000 x .09 = $4,500
60,000 x .09 = $5,400
70,000 x .09 = $6,300
80,000 x 09 = $7,200
90,000 x .09 = $8,100
Answer:
111
Explanation:
Exponential Smoothing forecast for 2018 = (Alpha*Actual demand in 2017) + ((1 - Alpha)*Forecast demand for 2017: Where Alpha = 0.1, Actual demand in 2017 = 120 and Forecast for 2017 = 110
Exponential Smoothing forecast for 2018 = (0.1 * 120) + ( (1 - 0.1) * 110)
Exponential Smoothing forecast for 2018 = (0.1 * 120) + (0.9 * 110)
Exponential Smoothing forecast for 2018 = 12 + 99
Exponential Smoothing forecast for 2018 = 111
D. Eliminates other options is correct. Just took the test.
Answer:
Curve 1 - Marginal private cost curve
Curve 2 - demand curve
Curve 3 - Marginal Social Benefit Curve
Q1 - Market Output
Explanation:
Marginal cost is the cost for one additional unit production. It is U shaped because when more units are produced the marginal cost will decline. When more units are produced and sold the marginal cost will be lower. There fore demand curve should be inclining when marginal cost needs to be lower.