I'd definitely use paper products. Firstly they are less expensive than other types. Secondly it would save my factory money. According to usi.edu the construction costs of paper mills designed to use wasted paper is "<span>50 to 80% less than the </span>cost<span> of </span>a <span>mill using new pulp." Thirdly it is renewable because I could plant trees after I cut some down for my factory. </span>
Answer:
$2,850
Explanation:
Given the following :
Face value of security = $100,000
Carrying value = $95,000
Effective interest rate = 6%
Interest paid semianually = $2500
The effective interest revenue recognized for the six months ended December 31, 2018 is:
IF effective interest rate = 6%
Semiannual interest = 6% / 2 = 3%
Therefore effective interest revenue for six months will be the product of the carrying value and the interest rate within the six months period :
3% = 0.03
0.03 * $95,000 = $2,850
The two basic types of life insurance policies are B. Term and Permanent Whole Life.
A life insurance policy is a contract that someone gets with an insurance company. The purchaser makes payment to the company and if the person passes away, the insurance company will pay a large lump-sum payment known as a death benefit. Life insurance policies vary based on the purchaser. Whole and Term are two different types of life insurance policies. Whole life insurance coverage covers you your entire life whereas term life insurance only pays if needed during a certain term in life.
You should do it yourself because it’s asking for your opinion not mine so in order for it to be correct it needs to come from you
Answer:
Amount withdraw each year = $ 186,991.24
Explanation:
Amount accumulate at the time of retirement = FV of Current Investment in Bond + FV of Current Investment in Stock + FV of annuity deposited in bond
Amount accumulate at the time of retirement = 162000 x (1+7.5%)^10 + 602000 x (1+11%)^10 + 7800 x ((1+7.5%)^10 -1) / 7.5%
Amount accumulate at the time of retirement = $ 2,153,565.83
Amount withdraw each year = Amount accumulate at the time of retirement/Annuity factor
Amount withdraw each year = 2153565.83 / ((1-(1+6.75%)^-23) / 6.75%)
Amount withdraw each year = $ 186,991.24