Answer:
$1,975 per year
Explanation:
The first step is to calculate Economic order quantity using the following formula:
Economic Order Quantity = √2DO / H
Here
A is Annual Demand which is 12,000 Units.
O is Ordering Cost per order $650 per order.
H is Holding or Carrying Cost per unit per year is $30 per unit per year.
By putting values, we have:
Economic Order Quantity = √(2 * 12,000 * $650) / 30 = 131.66 units
Now annual inventory holding costs can be calculated using the following formula:
Inventory Holding Cost = Average Inventory * Holding Cost
Here,
Average Inventory = EOQ /2 = 131.66 / 2 = 66 units
By putting values we have:
Annual Inventory Holding Cost = 66 * 20 = $1,975 per year
Answer: Option(A) is correct.
Explanation:
Earnings before tax = $3.90
Tax rate on dividend payment = 12.5%
Corporate Tax rate = 35%
Shareholder holds = 100,000 shares
Earnings after tax = $3.90 × (1 – 35%)
= $2.535
Valiant Corp retained $1 of after tax earnings for reinvestment,
Therefore,
Value available for dividend payment = $2.535 - $1
= $1.535
After tax dividend received by shareholder for one share = $1.535 × (1 – 12.50%)
= $1.343125
Total dividend received by shareholder = 100,000 × $1.343125
= $134,312.50
Answer:
B
Explanation:
(c) Any person who engages in the business of money transmission without a license as provided herein shall be guilty of a felony and, on conviction thereof, shall be fined not more than $25,000, or imprisoned for not more than 5 years, or both. (July 18, 2000, D.C. Law 13-140, § 24, 47 DCR 3431.) § 26–1024. Promulgation of rules.
I hope this helped.
Which three factors make starting a business a highly risky investment? My answer would be points B, C and E.
Answer:
94 V
Explanation:
Here we don't have the figure showing the circuit and how the resistors are connected: therefore, we have to make some assumptions.
Here we will assume that the three resistors are connected in series: this means that they are connected along the same branch, and therefore, the current flowing through them is the same.
As a result, the total voltage drop across some resistors in series is given by the sum of the voltage drops on each resistor.
Therefore, for three resistors in series

Where here we have:
is the voltage drop on the 1st resistor
is the voltage drop on the 2nd resistor
is the voltage drop on the 3rd resistor
Substituting into the equation, we find:
