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Following Are Selected Data from Westmoreland Company's Financial Statements ​
-Refer to the Westmoreland Company Data

question 131

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Following are selected data from Westmoreland Company's financial statements. 20172016 Current liabilities $230,000$160,000 Long-term debt 120,000320,000 Stockholders’ equity 420,000540,000 Cash payments for additions to plant and equipment 45,00032,000 Net cash flow from operating activities 80,00051,000 Interest and principal payments 12,0008,000 Net operating cash flows before interest and taxes 68,00043,000 Net income 90,00072,000 Interest expense 8,50011,500 Income taxes 16,00014,500 Dividends paid 15,00030,000\begin{array} { l r r } & \underline { \mathbf { 2 0 1 7 } } & \underline { \mathbf { 2 0 1 6 } } \\\text { Current liabilities } & \$ 230,000 & \$ 160,000 \\\text { Long-term debt } & 120,000 & 320,000 \\\text { Stockholders' equity } & 420,000 & 540,000 \\\text { Cash payments for additions to plant and equipment } & 45,000 & 32,000 \\\text { Net cash flow from operating activities } & 80,000 & 51,000 \\\text { Interest and principal payments } & 12,000 & 8,000 \\\text { Net operating cash flows before interest and taxes } & 68,000 & 43,000 \\\text { Net income } & 90,000 & 72,000 \\\text { Interest expense } & 8,500 & 11,500 \\\text { Income taxes } & 16,000 & 14,500 \\\text { Dividends paid } & 15,000 & 30,000\\\end{array}
-Refer to the Westmoreland Company data. ?
The cash flow from operations to capital expenditures ratio for 2017 is an indicator that Westmoreland Company


Definitions:

Expected Value

The long-run average value of repetitions of the same experiment or random process, calculated as the sum of all possible values weighted by their probabilities of occurrence.

Parameter

A numerical characteristic or feature of a population that is estimated using sample data.

Sample Variance

A measure of the dispersion or variability within a sample dataset, indicating how much the individual data points differ from the sample mean.

Population Variance

A measure of the dispersion of a set of data points in a population, calculated as the average of the squared distances of each data point from the population mean.

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