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Use This Information for Kellman Company to Answer the Questions  Kellman Company \text { Kellman Company }

question 152

Multiple Choice

Use this information for Kellman Company to answer the questions that follow.

The balance sheets at the end of each of the first two years of operations indicate the following:

 Kellman Company \text { Kellman Company }
 Year 2 Year 1 Total current assets $600,000$560,000 Total investments 60,00040,000 Total property, plant, and equipment 900,000700,000 Total current liabilities 125,00065,000 Total long-term liabilities 350,000250,000 Preferred 9% stock, $100 par 100,000100,000 Common stock, $10 par 600,000600,000 Paid-in capital in excess of par-Common stock 75,00075,000 Retained earnings 310,000210,000\begin{array}{lrr}&\text { Year } 2&\text { Year } 1\\\text { Total current assets } & \$ 600,000 & \$ 560,000 \\\text { Total investments } & 60,000 & 40,000 \\\text { Total property, plant, and equipment } & 900,000 & 700,000 \\\text { Total current liabilities } & 125,000 & 65,000 \\\text { Total long-term liabilities } & 350,000 & 250,000 \\\text { Preferred } 9 \% \text { stock, } \$ 100 \text { par } & 100,000 & 100,000 \\\text { Common stock, } \$ 10 \text { par } & 600,000 & 600,000 \\\text { Paid-in capital in excess of par-Common stock } & 75,000 & 75,000 \\\text { Retained earnings } & 310,000 & 210,000\end{array}
-Using the balance sheets for Kellman Company, if net income is $150,000 and interest expense is $20,000 for Year 2, what is the return on total assets for the year?


Definitions:

Nonparametric Tests

Statistical tests that do not assume a specific distribution shape for the population from which the samples are drawn.

Underlying Population

This term refers to the entire group from which a sample is drawn for statistical analysis, representing the total set of observations of interest.

Population Distributions

Population distributions describe how the values of a particular variable or characteristic are spread out across all members of a population.

Wilcoxon Rank Sum Test

A nonparametric statistical test used to compare two independent samples to determine if there is a difference in their population median values.

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