You want to buy a house within 3 years, and you are currently saving for the down payment. You plan to save $8,000 at the end of the first year, and you anticipate that your annual savings will increase by 20% annually thereafter. Your expected annual return is 7%. How much will you have for a down payment at the end of Year 3? Do not round intermediate calculations. Round your answer to the nearest cent.
Year | Calculations | Cash Flow | ||||
1 | =$8000 | $ 8,000 | ||||
2 | =$8000+20% | $ 9,600 | ||||
3 | =$9600+20% | $ 11,520 | ||||
we need to calculate future value of payments | ||||||
= [C1*(1+r)^2)]+ [C2*(1+r)^1)]+[C3*(1+r)^0)] | ||||||
C1= year 1 cash flow | ||||||
C2= Year 2 cash flow | ||||||
C3= Year 3 cash flow | ||||||
=[8000*(1+0.07)^2]+[9600*(1+0.07)^1]+[11520*(1+0.07)^0] | ||||||
=$30951.20 | ||||||
you have for a down payment at the end of Year 3 =$30951.20 | ||||||
You want to buy a house within 3 years, and you are currently saving for the...
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