September 5, 2013 Homework 2.42 and 2.43 2.42 A) B) I would eliminate labor hours because costs seem to remain at the same level with higher levels of factory overhead output. The trend line suggests that labor hours as cost drivers are fixed and linear, meaning that they do not accurately predict or describe total factory overhead costs. C) We create a scatter plot before a regression analysis so that we are able to visualize the data and ensure that the cost driver has an effect on total cost
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9 x 2 y 4 xy 8) Combine the like terms. 8x 2 12 x 3 3x 2 5x 3 9) Solve the linear equation. 2 x 9 25 10) Solve the linear equation. 11 20 3x 11) Solve the linear equation. x 7 11 3 12) Solve the linear equation. 2 x 6 x 24 13) Solve the linear equation. x 4 x 6 30 14) Solve the linear equation. 2x 4 11 15) Solve the linear equation. 53 x 25
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Courtesy is the most important word in the story, “Little Things are Big” by Jesus Colon because it’s important to his culture and it tells about the author. The passage tells us about Colon’s past, and what he has experienced. He saw a lady with her hands full and was thinking if whether or not to help her out. He feared of the women's reaction and caused the man not to help her out. Helping people is a part of Colon’s ideas about what a courteous person is. In line 13 it states, “Should I help
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The results show that there is not a significant difference between the control and experimental treatments. This makes sense as the concentration of Mycalolide B drug added to the experimental treatment, was extremely low, almost negligible. Since there was not a huge concentration difference between the two treatments, the effect that Mycalolide B had on the growth rates was miniscule and resulted in similar growth rates. The slopes in the control treatment overlap suggesting that the tips grew
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When comparing equation 2 to the original data, the equation visually appears identical, however, it crosses the y-axis at a slightly lower value than the original value. Furthermore, the graph seems to be an exponential decay, thus, the asymptote remains the same for both the equation and original data. A list of values produced by the equation is compared to the values of the original data from the experiment, in order to provide a better comparison and accuracy of the model. Table 2:
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Java Quick Reference Console Input Scanner input = new Scanner(System.in); int intValue = input.nextInt(); long longValue = input.nextLong(); double doubleValue = input.nextDouble(); float floatValue = input.nextFloat(); String string = input.next(); Console Output System.out.println(anyValue); JOptionPane.showMessageDialog(null, "Enter input"); GUI Input Dialog String string = JOptionPane.showInputDialog( "Enter input"); int intValue = Integer.parseInt(string); double doubleValue = Double.parseDouble(string);
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Component 01 - Computing Principles | AS-Level (H046) | A-Level (H446) | 1 The characteristics of contemporary processors, input, output and storage devices | Structure and function of the processor | The Arithmetic and Logic Unit (ALU), Control Unit and registers: Program Counter (PC), Accumulator (ACC), Memory Address Register (MAR), Memory Data Register (MDR), Current Instruction Register (CIR).Buses: data, address and control: How this relates to assembly language programs.The fetch-decode-execute
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Sage (Laine, 2013). Computer programming is defined as a process of developing a working set of computer instructions meant to aid the computer in the performance of a given task. Computer programming starts with the formulation of a valid computer problem. This process is then followed by the development of an executable computer program, for instance Firefox Web Brower (Laine 2013). It is worth noting that there are other programs in the same realm. Computer programming is a diverse field that is
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LECTURE 3 LINEAR FUNCTIONS AND GRAPHS TYPES OF FUNCTIONS a. Constant Functions f(x) = a b. Linear Functions f(x) = a1x + a0 c. Quadratic Functions f(x) = a2x2 + a1x + a0 d. Polynomial Functions f(x) = anxn + an-1xn-1 + …+ a1x + a0 e. Rational Functions g ( x) f(x) = h( x ) APPLICATION FUNCTIONS a. Linear Demand Functions, p = f(q) p = price; q = quantity of a product b. Linear Supply Functions, p = f(q) p = price; q = quantity of a product c. Linear Cost Functions, C(q) = fixed
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Demographics are the statistical component of marketing used to identify population segments by specific characteristics. Business owners often first gather demographic information to include in the business plans used to raise start-up funds and guide the launching of the business. Demographic information includes geographic area, age, income, race, gender and education level. It also includes shopping habits, marital status, number of children and other information about consumer characteristics
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