Answer:
Having invested $ 300 per month for the past 8 years, the total accumulated investment amount would be $ 28,800 (8 x 12 x 300). Now, having a total amount of $ 43,262, we find an increase of $ 14,462, which corresponds to the interest accumulated during said period. To know the percentage of the increase, we must perform a cross multiplication:
28,800 = 100
14,462 = X
(14,462 x 100) / 28,800 = X
1,446,200 / 28,800 = X
50.21 = X
As we can see, the investment had an increase of 50.21% during these 8 years. Now, the average increase in investment arises from the division of the total percentage of increase by the number of years. So, given that 50.21 / 8 = 6.27, the average annual return rate of this investment is 6.27%.
Answer:
The accounts receivable balance at the beginning of the third quarter is $3,550
Explanation:
For computing the account receivable balance, first, we have to compute the credit sale per day, and then multiply with the number of days
In mathematically,
Credit sale per day = (Estimated second Quarter Sales) ÷ (accounts receivable period up to second quarter)
= $7,100 ÷ 90 days
= 78.89
Now the account receivable balance equals to
= Credit sales per day × accounts receivable period
= 78.89 days × 45 days
= $3550
Since the question is asking about the beginning of the third quarter so we considered second quarter sales
Answer:
a) $101354
Explanation:
To calculate the future balance of the interest-earning account use following formula
FV = PV x ( 1 + r )^n
Where
FV = Future value = Balance of Interest-earning account after 3 years = ?
PV = present value = Amounr deposited in the account = $90,000
r = Periodic interest rate = 4% x 6/12 = 2%
n = Numbers of periods = Numbers of years x Compounding periods per year = 3 years x 2 periods per year = 6 periods
Placing values in the formula
FV = $90,000 x ( 1 + 2% )^6
FV = $101,354
Tax savings generated from deductions are considered cash inflows.
Answer: false
Hope this helps
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