Here, we are decide the best option between making the part or buying the part.
a. Make or Buy Analysis
Particulars Make amount Buy amount
Direct Materials $4.50
Direct Labor $1.00
Overhead (80% of Direct Labor) $0.80
Cost to buy <u> </u> <u>$4.70</u>
Cost per unit <u>$5.70 </u> <u>$4.70</u>
Cost Difference = $5.70 - $4.70
Cost Difference = $1.00
Therefore, the cost difference of making amount over buying amount is $1.00.
b. Because of the difference, Beto should buy the part because its cost is lesser than to make the part.
Therefore, the buying of the part is the best decision.
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They can accomplish this through early retirement.
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Explanation:</u></h3>
Early retirement is a way that we use to stop or discontinue something. Most of the aged person tends to choose early retirement for the purpose of achieving the benefits form the organisation to the most possible level. This decision can be taken when we know that the organisation will be closed in the near future and continuing work will not benefit us.
When we decide for the early retirement the befits that we attain from that will be more than the benefit that are obtained in continuing work. In the given example, Hope college has a plan for next biennium. But, the enrollments are reduced in number and they want to reduce the payroll slowly. Thus this can be accomplished with the help of early retirement.
<span>You are given an annual dividend of $2.10 for the fifteen years that you plan on holding it. Also, after 15 years, you are given to sell the stock for $32.25. You are asked to find the present value of a share for this company if you want a 10% return. You have to mind that the future stock for 15 years is $32.25. You are not only going to mind the present value of the annuity at $2.10 but also the $32.25.
With the interest of r = 10% and number of years of n = 15, we get
PVIFA = 7.6061.
For annuity we have,
$2.10 * 7.60608 = $15.973
For $32.35 with r = 10% and n = 15
PVIF = 0.239392
Thus for the present value of selling price,
$32.25 * 0.239392 = $7.720
Thus the present value of the share
P = $15.973 + $7.720
P = $23.693
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