The production process is called Mass Customization and it is defined as an example of the assemble-to-order strategy, where a firm's flexible processes generate customized products or services in high volumes at reasonably low costs. Basically it <span>combines the flexibility and personalization of custom-made products with the low unit costs associated with </span>mass<span> production.</span>
So your down payment would be 70,000 (which is 350,000 X .2)
So you would be financing 280,000
Using the payment function
PV= 280,000
R= .036/12
N = 15*12= 180
Your payment would be: 2,015.45
Answer:
$133,000 decrease
Explanation:
The computation of the impact on the operating income is shown below:
Sales for the year $1,052,000
Less:
Variable cost -$862,000
Contribution margin $190,000
Less:
Fixed cost for 30% of $190,000 -$57,000
Impact on the operating income $133,000
This amount reflects the decrease in the operating income
Based on Destiny's preference for investments with the highest returns without consideration of their riskiness, he will most likely be interested in <em>A. junk bonds.</em>
- Junk bonds issued by corporate entities lack investment-grade credit ratings. They usually yield higher returns than the average bonds with good investment-grade credit ratings.
- Destiny will not be interested in municipal bonds because they do not meet his high-risk appetite. Municipal bonds do not yield high returns. They are for the risk-averse investor.
- Destiny will not be interested in corporate bonds with investment-grade credit ratings because they are more secured and less risky than junk bonds.
- Finally, savings bonds will not be attractive to Destiny, as the U.S. Treasury issues them and they remain the safest investments.
Thus, Destiny's interest will be in junk bonds because he does not mind the risks but wants the highest returns from his investments.
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Answer:
the yield to maturity of this bond is 5.7%
Explanation:
given data
pays interest annually C = $64
face value F = $1,000
current market price P = $1,062.50
bond matures n = 30 years
solution
we get here yield to maturity that is express as
yield to maturity =
yield to maturity = [C+ (F-P) ÷ n] ÷ [(F+P) ÷ 2 ] .................1
put here value and we get
yield to maturity = 
÷ 
yield to maturity = 0.057
so that the yield to maturity of this bond is 5.7%
