Answer:
False
Explanation:
Usually distributions reduce a partner's outside basis in a partnership, they are generally not considered income. Since most distributions are not considered income, they do not result in gains for the partner. Some distributions may result in gains, such as certain cash distributions or securities (bonds) distributions. It is uncommon for a gain to result from property being distributed.
Available Options Are:
A. =SUM(G12:G16).
B. =SUMPRODUCT(B3:F7, B12:F16)
C. SUMPRODUCT(B3:F7, B12:F16).
D. =SUM(B12:F16)
Answer:
Option B. =SUMPRODUCT(B3:F7, B12:F16)
Explanation:
Here we need summation of two rows B3:F7 and B12:F16. The formula that we will use will be SUMPRODUCT. To calculate sum product in I3 we will edit equal sign first and then "SUMPRODUCT(,)". Then complete the rows that we want to add. Before the coma sign we will place the first row which is B3:F7 and after the coma sign we will place the second row which is B12:F16. In this way we would compute the summation of values present in both rows.
This means that only Option B is correct here.
Option A is not correct because it is the summation of cells present in a single column which doesn't include any cost item assigned. Hence it is incorrect as the formula must be the summation of 2 rows.
Option C is incorrect because it doesn't includes equal sign at the start.
Option D is incorrect because it is only the sum of a single row B12:F16, hence it is incorrect.
Class Cashier that directs a cashier how to cash goods and give change to customers based on cashier operations is given below.
Explanation:
Use the following class, TestCashier, as the basis for the test class.
class TestCashier
{
public static void main(String[] arg)
{
Cashier c = new Cashier();
String name = GetData.getWord(“Enter name of item”);
double price = GetData.getDouble(“Enter price of item”);
c.add(name, price);
name = GetData.getWord(“Enter name of item”);
price = GetData.getDouble(“Enter price of item”);
c.add(name, price);
// Add a two more entries of your own
// Now average the price of the items
c.average();
// Make payment
double amount = GetData.getDouble(“Enter amount of money for payment”);
c.tendered(amount); // For example twenty dollars were tendered
c.makeChange();
generateReceipt(c);
}
static void generateReceipt(Cahier c)
{
// Write the necessary code that will generate a customer’s receipt.
// The output must be displayed in a scrollable pane
}
}
Description of the output:
The output should be displayed in a scrollable pane, and have the following features:
• The first line displays the name of the establishment.
• Second line reads something like this: Welcome – thanks for stopping, followed by the current date
• The list of items displayed, one item per line – That is, the name of the product and price,
• The sum of all the items
• The number of items purchased
• The average price for each item
• The amount of money tendered
• The amount of change in $ and cents
• The change given in coin denominations
Here is an example of the form of how the output should be ( except that this output must be displayed in a scrollable pane).
Bread............ 2.99
Chicken..........6.79
Egg..................3.07
______________
Total ……….$12.85
The number of items purchased is 3 items
The average price per item is $4.28
Amount tendered is $20.00
The change is $7.15
The change includes
7 dollars
0 quarters
1 dimes
1 nickels
0 cents
Answer:
$101,200
Explanation:
First, we need to calculate the total contribution margin per unit
Contribution margin per unit = 99,000 ÷ 4,500
Contribution margin = $22 per unit
Then, we will multiply with the units sold to get the budgeted contribution margin
= Units sold × Contribution margin per unit
= 4,600 × $22
= $101,200
Therefore, its total contribution margin should be closest to $101,200
Answer:
Hence, the manufacturing margin for Part A is $1,400,000
Therefore, the correct option is B i.e $1,400,000
Explanation:
The manufacturing margin is somewhat same like contribution margin. SO, here we applying the formula of contribution margin.
For computing the manufacturing margin for Part A, the calculation is shown below.
Manufacturing margin = (Selling Price per unit × Number of units) - (Variable manufacturing cost per unit × Number of units)
= (5,000 × $800) - ($5000 × $520)
= $4,000,000 - $2,600,000
= $1,400,000
Hence, the manufacturing margin for Part A is $1,400,000
Therefore, the correct option is B i.e $1,400,000
The manufacturing margin for Part A is calculated by subtracting variable costs per unit from the selling price per unit and multiplying the result by the total number of units sold. Therefore, the manufacturing margin for Part A is $1,000,000.
The manufacturing or contribution margin is the difference between the selling price per unit and the variable costs per unit. In this case, the selling price per unit is
$800 and variable manufacturing cost per unit is $520. The sales commission per unit for Part A is $80. Therefore, the manufacturing margin per unit equals $800 - $520 - $80 which is $200. When you multiply this margin per unit by the total units sold which is 5,000 units, we get the total manufacturing margin. Hence, the manufacturing margin for Part A is $200 * 5,000 =
$1,000,000
.
#SPJ2
To Develop a Pareto chart using this information the recommendations would you make:
Know more :
The correct answer to this open question is the following.
Unfortunately, the question does not attach the check sheet with the needed information.
However, we can say that the Pareto chart helps us understand where the priority is to focus on it. The Pareto chart is based on the 80%-20% rule. The Pareto chart says that 20% of the solutions help resolve 80% of the issues.
So Mary Beth Marrs, the manager of the apartment complex must focus on issues such as the parking lot, the ground, and the pool, to appease most of the people and diminish the complaints.
Answer: Improve skill variety
Explanation:
The logic behind improving skill variety in job design is that it will reduce boredom and also better challenge employees, this way, it will make the job for challenging thereby providing motivation and also increasing job satisfaction. Employees opinion can also be included in the formation of the job design as this will give them a sense of importance while incorporating those ideas that will make them perform the job effectively.