Answer: 20,816.215
Explanation:
Given that:
A deposit of $1000 at 4% interest compounding is defined by the growth function:
v(t) = 1000e^0.04t
Where t = number of years.
Find the average value during the first 40 years (that is, from time 0 to time 40.)
(That is t = 0,...,40)
For ease, we can use a python list comprehension to get our values.
v = [1000*2.7182818**0.04*t for t in range(41)]
V gives a list of the value of the deposit from year 0 till 40 years after the deposit.
Average = sum of compounding deposits / number of years
Sum of compounding deposits = sum(v) = $853464.8344
Number of years = len(v) = 41
Hence, average = $853464.8344 / 41
Average = $20,816.215
Answer:they seek out possible buyers and sue an organized creative approach to present messages
Explanation:
Answer:
$1,479
Explanation:
For computing the total deposit, first we have to determine the bank charges which is shown below:
= Merchandise sold × bank charges rate
= $1,500 × 1.4%
= 21
Now the total amount deposited would be
= Merchandise sold - bank charges
= $1,500 - $21
= $1,479
Simply we deduct the bank charges from the Merchandise sold so that the correct amount can come.
Answer:
a. True
Explanation:
The computation of the average accounts receivable balance is shown below:
= Daily credit sales × day terms
= $2,000 × 60 days terms
= $120,000
We simply multiplied the average amount with the day term so that the average account receivable balance could come
Hence, the given statement is true
Therefore the correct option is a.
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