To solve this problem, we use the formula:
F = A [(1 + i)^n – 1] / i
where,
F is the future value or the amount he will have
A is the amount he invest each year = 1200
n is number of years = 70 – 21= 49
i is the interest or return rate = 7% = 0.07
Hence the value of F is:
F = 1200 * [1.07^49 – 1] / 0.07
<span>F = $454,798.80 </span>
Answer:
Quick Books Online uses smart learning in its reconciliation tool to help find any rogue transactions by recognizing if transactions have been excluded erroneously from bank feeds. Because bank feeds includes all transactions of bank account. What 2 reasons might mean a transaction needs to be excluded in bank feeds?
Explanation:
Answer: $369,500
Explanation:
The Cost concept of accounting calls for the recording of Assets at their cost.
Clementine Repair services offered to buy the land at $350,500 when it was priced at $388,500.
The seller countered with $369,500 and Clementine accepted this.
This means that Clementine bought the land for $369,500 which makes it the cost price.
They should therefore record it at $369,500.
Answer:
AFC = 
MC = 
TC
AVC = 
AC = 
Explanation:
The cost function is given as 
.
The fixed cost here is 9, it will not be affected by the level of output.
The variable cost is 
.
AFC = 
MC = TC
MC =
MC = 2q
AVC =
AVC = 
AVC = q
AC =
AC = ![\frac{[tex]C=9+q^{2}](https://tex.z-dn.net/?f=%5Cfrac%7B%5Btex%5DC%3D9%2Bq%5E%7B2%7D)
}{q}[/tex]
AC = 
Answer:
The correct answer is the option B: second-degree price discrimination.
Explanation:
To begin with, the term of price discrimination, in marketing and economics, refers to the action of charge different prices to different consumers for the same product that do not vary in quality. This concept states fourth differents degrees in order to use the most beneficial strategy to one's company.
To continue,<em> the second-degree price discrimination</em> establishes that companies price products differently based on the preferences of various groups of consumers and furthermore it is very common to <u>apply this type of discrimination through quantity discounts</u> and to add an example, is very common to use this strategy in <u>warehouse retailers such as Costco.</u>
