Answer: 22,038, 22,037, or 22,036
Explanation:
Answer:
A technical school that specializes in computer training.....Hope this helps!
Retirement planning should include determining time horizons, estimating expenses, calculating required after-tax returns, assessing risk tolerance, and doing estate planning. Start planning for retirement as soon as you can to take advantage of the power of compounding.
Planning for retirement is making preparations for your future so that you can continue to achieve all of your objectives and desires on your own. Setting your retirement goals, calculating how much money you will require, and making investments to increase your retirement savings are all included in this. Every retirement strategy is different.
Planning for retirement is crucial because it might prevent you from running out of money in later life. Your strategy can assist you in determining the rate of return you require on your assets, the appropriate level of risk, and the maximum amount of income you can safely draw from your portfolio.
Learn more about Planning for retirement here
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Answer:
It will generate a financial disadvantage for 44,065 dollar to discontinued the cup division. This division generates a positive contribution which, if discontinued will not help to absorp the common fixed cost fo the firm and move the burden entirely to Bowls Plates division making the profit to decrease.
Explanation:
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Fixed cost:
42,300 x 15% + 42,800 x 40% = 23,465
Variable cost:
42,300 x (1 - 15%) + 42,800 x (1 - 40%) = 61,635
The differencial will be discontinued less continued column
If the result is positive there is a cost saving if discontinued
if negative there is a loss in contribution if discontinued
Answer:
Compound interest is better than simple interest
Explanation:
Compound interest is better than simple interest especially when it comes to investing. Funds grow at a faster rate in compound interest than simple interest.
Simple interest is the interest on only the principal while compound interest is the interest on principal and on the previous accumulated interest (that is, interest on interest).
The formula for simple interest is:
P x r x t
Where P is the principal
r is the interest rate
t in the time.
For compound interest:
A=P(1+r/n)^nt.
A is the amount after compounding.
P is the principal.
r is the interest rate
n is the number of times interest compounds(adds up) per year
t is the number of years.
