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.
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Answer:
option (c) $600
Explanation:
Given:
Tax = $4 per unit
Initial equilibrium quantity = 2,000 units
Final equilibrium quantity = 1,700 units
Decrease in consumer surplus = $3,000
Decrease in consumer surplus = $4,400
Now,
Deadweight Loss is calculated using the formula:
Deadweight loss
=
× Tax × (Original equilibrium quantity - New equilibrium quantity)
on substituting the respective values, we get
Deadweight loss =
× 4 × (2,000 - 1,700)
or
Deadweight loss = 2 × (3) = $600
Hence,
the correct answer is option (c) $600
Answer:
The amount to save now is = $862.03 (to 2 decimal places)
Explanation:
In order to solve this, we will compute the end-of-year amounts using the 5% increase each year. This is done as follows:
Year 1 ending = $200
Year 2:
Year 2 beginning price = $200
Note that 5% increase = 5/100 = 0.05
increase in year 2 = 5% of 200 = 0.05 × 200 = 10
Year 2 new price = 200 + 10 = $210
Year 3:
beginning price = $210
increase in year 3 = 0.05 × 210 = $10.5
Year 3 new price = 210 + 10.5 = $220.5
Year 4
beginning price = $220.5
interest in year 4 = 0.05 × 220.5 = 11.025
new price in year 4 = 220.5 + 11.025 = $231.525
Next to calculate the amount needed to pay for one travel ticket per year for the next four years, we will add the prices of the tickets each year as follows:
Total amounts needed = 200 +210 + 220.50 + 231.53 = $862.03
Answer:
B sell some
Explanation:
in a scenario where it is dropping, it doesn't mean it won't come back up. So you would sell some but keep a few so if it went up you still make profit
The account titles for transaction (C) 5/4 should appear in the Account Title column of the journal entry as s<span>upplies Cash
Hope this helps!!</span>