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zheka24 [161]
3 years ago
6

Which of the following are true?

Business
1 answer:
igor_vitrenko [27]3 years ago
4 0

Answer:

  • A. The data in D3 is skewed right.
  • B. Three quarters of the data values for D2 are greater than the median value for D1 .
  • E. At least a quarter of the data values for D3 are less than the median value for D2 .

Explanation:

A Box Plot can be interpreted as follows;

The first point on the line is the minimum value.

The first end of the box is the First Quartile of the data range.

The next line is the Median.

The last end of the box is the Third Quartile.

The last point on the line is the maximum value.

Most of D3 lies on the right side of Median so it is skewed right.

The First Quartile of D2 is more than the Median of D1 which means that 3 quarters of D2 (first quartile to the maximum value) are greater than the median of D1.

D2's Median value is greater than the Third Quartile of D3 which means that more than just a quarter of D3 falls below D2's Median so option E is correct.

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Consider the following information: ending inventory, $ 24,000 ; sales, $ 250,000 ; beginning inventory, $ 30,000 ; selling and
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96,000 is the cost of goods sold.

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Cost of Goods Sold is the number of direct materials, direct labor, and manufacturing overhead charged to the units sold during the period. Presented as a deduction from net sales to obtain gross margin for the period. The cost of goods sold is the total amount paid by a company for expenses directly related to the sale of its products. Depending on the business, this may include direct labor associated with manufacturing or selling products, raw materials, packaging, and merchandise purchased for resale purposes.

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Store A sells four times as many products as store B and one third as many as store C. If store C sells 105,960 products, how ma
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Explanation:

Store A sells one third as many as Store C so if Store C sells 105,960 products, Store A would be selling:

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Answer:

Explanation:

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The amount to allocate to Street Frontage based on the total value of the lot is $1,540,000.

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