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Accounting Expert Answers & Study Resources : Page 57

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11.The officer of a corporation responsible for the firm's published financial statements would be most concerned about pronouncements of the:   A. FASB. B. AICPA. C. GASB. D. SEC. E. IRS. 12.Which of the following is not a characteristic or limitation of the kind of information that financial reporting by business enterprises can provide?   A. The information results in approximate, rather than exact, measures. B. The.

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  • 11.The officer of a corporation responsible for the firm's published
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    B.MultisimSimulation and Circuit Calculations   1.Launch MultiSim and build the circuit schematic shown in Figure2. Include the AC Power source and the DMMs. 2.Set both DMMs, XMM1 thru’ XMM4, to read AC measurements andCurrent, I. See fig. 2 below. Figure 2: MultiSim RLC Parallel Circuit with Instrumentation 3.Activate the simulation and record the.

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  •     B.MultisimSimulation and Circuit Calculations   1.Launch MultiSim and build the circuit
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Multiple Choice Questions 1.An expanded version of the accounting equation could be:   A. Assets + Revenues = Liabilities + Stockholders' Equity - Expenses B. Assets - Liabilities = Paid-in Capital - Revenues - Expenses C. Assets = Liabilities + Paid-in Capital + Beginning Retained Earnings + Revenues - Expenses - Dividends D. Assets = Liabilities + Paid-in Capital -.

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  • Multiple Choice Questions 1.An expanded version of the accounting equation could
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To complete Part A 1. Exploratory Data Analysis. a. Perform Exploratory Data Analysis on all variables in the data set. Because you are going to focus on Extroversion and Agreeableness, be sure to include scatterplots for these combinations of variables (Student Agreeableness/Lecture Agreeableness; Student Extroversion/Lecture Extroversion; Student Agreeableness/Lecture Extroversion; Student Extroversion/Lecture Agreeableness).

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  • To complete Part A 1. Exploratory Data Analysis. a. Perform Exploratory Data
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III.              PROCEDURE A.Theoretical Analysis 1.Given the R, L, &Cparallel circuit in Figure 1, calculate the total equivalent admittance, YT, and the impedance, ZT, of the circuit at f = 550 Hz and 1 kHz. List the calculated values in Table 1. Figure 1: Parallel R, C, L Circuit Frequency Hz L & C Admittances in.

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  • III.              PROCEDURE A.Theoretical Analysis 1.Given the R, L, &Cparallel circuit in Figure
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1. Ap1=10dBAp2=20dBAp3=30dB NF1=3dBNF2=4dBNF3=5dB A three stage amplifier is shown. The operating bandwidth is 300 KHz at a temperature of 20° C.  The output load is 1.5KΩ. 2. Determine percent of total harmonic distortion if fundamental has RMS voltage of 5 V, 2nd              harmonic is 1V, and 4th harmonic is 0.7V and 5th harmonic is.

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  • 1. Ap1=10dBAp2=20dBAp3=30dB NF1=3dBNF2=4dBNF3=5dB A three stage amplifier shown. The operating bandwidth 300 KHz
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Multiple Choice Questions 1.Which of the following is not a transaction to be recorded in the accounting records of an entity?   A. Investment of cash by the owners. B. Sale of product to customers. C. Receipt of a plaque recognizing the firm's encouragement of employee participation in the United Way fund drive. D. Receipt of services from a "quick-print".

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  • Multiple Choice Questions 1.Which of the following not a transaction to
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III. A. 1. RLC Circuit Calculated Impedance and Admittance Values: Frequency Hz Susceptance, Siemens Inductive, BL Capacitive, BC 550 (0.0062) (0.0035) 1000 (0.0034) (0.0063) Frequency                  Hz Total Circuit AC Admittance, YT Complex Notation Magnitude Angle 550 0.0021 - j (0.0027) 0.0034 -51.7726 1000 0.0021+ j (0.29) 0.0036 53.7043 Frequency                  Hz Total Circuit AC Impedance, ZT Complex Notation Magnitude Angle 550 179.96 + j (228.4636) 290.8287 -51.7726 1000 164.69 + j (224.2360) 278.2180 53.7043   III. A. 2.  RLC Circuit Calculated Current Values: Frequency Hz   IR (RMS). A IC (RMS), A IL (RMS)..

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  • III. A. 1. RLC Circuit Calculated Impedance and Admittance Values: Frequency
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Multiple Choice Questions 1.Which of the following entities would not require accounting information pertaining to their economic activities?   A. Social clubs. B. Not-for-profit entities. C. State governments. D. All of these require accounting information. E. None of these requires accounting information. 2.The authoritative financial accounting standards-setting body in the United States is presently the:   A. Securities and Exchange Commission (SEC). B. International Accounting Standards Board (IASB). C. Public.

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  • Multiple Choice Questions 1.Which of the following entities would not require
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31.A concept or principle that relates to transactions is:   A. materiality. B. full disclosure. C. original cost. D. consistency. 32.Matching revenues and expenses refers to:   A. having revenues equal expenses. B. recording revenues when cash is received. C. accurately reflecting the results of operations for a fiscal period. D. recording revenues when a product is sold or a service is rendered. 33.Accrual accounting:   A. is designed to match revenues and.

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  • 31.A concept or principle that relates to transactions is:   A. materiality. B. full disclosure. C. original
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C.Simulation of LC Band Pass Filter   1.Enter the circuit shown in Figure 3 in MultiSim. Figure  3 -LC Band Pass Filter       2.Setup the function generator voltage, VIn = 1 VP. 3.Simulate the circuit shown for various frequencies indicated in Table 3 and record the output voltage and gain. Frequency, Hz VOut P-P GaindB Frequency, Hz VOut P-P GaindB 200 3.01125 -47.4148 340 788.3 0.94413 250 10.0697 -36.9294 344 952.0065 2.583098 280 27.84125 -28.0959 348 621.11 -1.12633 290 43.61535 -24.1969 355 253.301 -8.9169 300 75.27375 -19.4568 352 356.9025 -5.9387 320 311.2965 -7.12622 356 228.851 -9.79864 324 384.2105 -5.29832 360 160.2745 -12.8924 330 466.784 -3.60738 Table 3 –.

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  • C.Simulation of LC Band Pass Filter   1.Enter the circuit shown in
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11.A firm's net income for the year was $200,000. Average assets totaled $1.5 million, and average liabilities totaled $0.3 million. Return on equity was:   A. 13.3%. B. 16.7%. C. 10%. D. 20%. 12.Which of the following is not usually considered a measure of an entity's liquidity?   A. Current ratio. B. Acid-test ratio. C. Cash ratio. D. Working capital. 13.A current ratio of 6.0 is usually an indication that.

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  • 11.A firm's net income for the year was $200,000. Average
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e) Multiple Regression A multiple regression was run to predict Conference_Championships from income and age. These variables are not statistically significantly predicted Conference_Championships, F(2, 7) = 2.041, p > .0005, R2 = .368. The two variables added non statistically significantly to the prediction, p > .05. f) Logistic Regression It cannot be executed on the given dataset. Its showing the.

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  • e) Multiple Regression A multiple regression was run to predict Conference_Championships
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Multiple Choice Questions 1.Financial statement ratios support informed judgments and decision making most effectively:   A. when viewed for a single year. B. whenviewed as a trend of entity data. C. when compared to an industry average for the most recent year. D. when the trend of entity data is compared to the trend of industry data. 2.When comparing entity financial.

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  • Multiple Choice Questions 1.Financial statement ratios support informed judgments and decision
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III. B. 3. High Pass Filter Frequency Response: Frequency, Hz VOut P-P GaindB Frequency, Hz VOut P-P GaindB 100 0.1941 -20.2579 2000 1.7809 -1.0076 200 0.3829 -14.3582 4000 1.9389 -0.2695 400 0.7270 -8.79 8000 1.9854 -0.0636 800 1.2307 -4.2174 10000 1.9912 -0.0382 1000 1.397 -3.1165   III. B. 4.  High Pass Filter Frequency Response: III. B. 5.  High Pass Filter Simulated Cutoff Frequency: fC =___________________ III. B. 6.  High Pass Filter Calculated Cutoff Frequency: fC =___________________ III. B. 7.  High Pass Filter Simulated Versus Calculated Cutoff Frequency: Match:      Yes   No .

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  • III. B. 3. High Pass Filter Frequency Response: Frequency, Hz VOut P-P GaindB
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III.              PROCEDURE A.Simulation of RC Low Pass Filter | B. 1.Enter the circuit shown in Figure 1 in MultiSim. 2.   Figure 1 -Low Pass Filter   3.Set the function generator voltage, VIn = 1 VP. 3.Simulate the circuit shown for various frequencies indicated in Table 1 below. Record the output voltage, VOut, for each frequency and calculate the.

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  • III.              PROCEDURE A.Simulation of RC Low Pass Filter | B. 1.Enter the circuit
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21.The accounting concept/principle being applied when an adjustment is made is usually:   A. matching revenue and expense. B. consistency. C. original cost. D. materiality. 22.The Interest Receivable account for February showed transactions totaling $8,500 and an adjustment of $11,200.   A. The transactions probably resulted from accruing interest income earned. B. The transactions were probably entered on the credit side of the account. C. The adjustment.

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  • 21.The accounting concept/principle being applied when an adjustment made usually:   A. matching
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Observations/Measurements: III. A. 1. RLC Circuit Calculated Impedance and Admittance Values: Frequency Hz Susceptance, Siemens Inductive, BL Capacitive, BC 550 (0.0062) (0.0035) 1000 (0.0034) (0.0063) Frequency                  Hz Total Circuit AC Admittance, YT Complex Notation Magnitude Angle 550 0.0021 - j (0.0027) 0.0034 -51.7726 1000 0.0021+ j (0.29) 0.0036 53.7043 Frequency                  Hz Total Circuit AC Impedance, ZT Complex Notation Magnitude Angle 550 179.96 + j (228.4636) 290.8287 -51.7726 1000 164.69 + j (224.2360) 278.2180 53.7043 III. A. 2.  RLC Circuit Calculated Current Values: Frequency Hz   IR (RMS). A IC (RMS), A IL (RMS)..

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  • Observations/Measurements: III. A. 1. RLC Circuit Calculated Impedance and Admittance Values: Frequency
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c) Partial Correlation vs. Semi-Partial Correlation A Partial Correlation was executed for evaluating Conference_Championships and National_Championships using the controlled variable Income, as follows: The result shows that there is a substantial, significant positive correlation between the two championships even after controlling both for Income. Semi-Partial Correlation d) Simple Regression A simple regression was run to analyze the relationship between.

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  • c) Partial Correlation vs. Semi-Partial Correlation A Partial Correlation was executed for evaluating Conference_Championships and
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2. Make a decision about the missing data. How are you going to handle it and why? 3. Correlation. Perform a correlational analysis on the following variables: Student Extroversion, Lecture Extroversion, Student Agreeableness, Lecture Agreeableness. a. Ensure you handle missing data as you decided above. b. State if you are using a one.

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  • 2. Make a decision about the missing data. How you
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B.Simulation of RC High Pass Filter   1.Enter the circuit shown in Figure 2 in MultiSim.     Figure 2 - High Pass Filter 2.Set the function generator voltage, VIn = 1 VP 3.Simulate the circuit shown for various frequencies indicated in Table 2 and record the output voltage and gain. Frequency, Hz VOut P-P GaindB Frequency, Hz VOut P-P GaindB 100 0.1941 -20.2579 2000 1.7809 -1.0076 200 0.3829 -14.3582 4000 1.9389 -0.2695 400 0.7270 -8.79 8000 1.9854 -0.0636 800 1.2307 -4.2174 10000 1.9912 -0.0382 1000 1.397 -3.1165 Table 2 -Low.

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  • B.Simulation of RC High Pass Filter   1.Enter the circuit shown in
  • Accounting
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III. C. 3. Band Pass Filter Frequency Response: Frequency, Hz VOut P-P GaindB Frequency, Hz VOut P-P GaindB 200 3.01125 -47.4148 340 788.3 0.94413 250 10.0697 -36.9294 344 952.0065 2.583098 280 27.84125 -28.0959 348 621.11 -1.12633 290 43.61535 -24.1969 355 253.301 -8.9169 300 75.27375 -19.4568 352 356.9025 -5.9387 320 311.2965 -7.12622 356 228.851 -9.79864 324 384.2105 -5.29832 360 160.2745 -12.8924 330 466.784 -3.60738   III. C. 4.  Band Pass Filter Frequency Response: III. C. 5.  Band Pass Filter Simulated Cutoff Frequencies: Upper fC =_____________   Low fC =_____________ III. C. 7.  Band Pass Filter Calculated Cutoff Frequencies: Upper fC =_____________   Low fC =_____________ III. C. 8.  Band Pass Filter.

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  • III. C. 3. Band Pass Filter Frequency Response: Frequency, Hz VOut P-P GaindB
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A)Pearson Correlation: A Pearson correlation was executed to analyze the relationship between age and number of Athletic programs. The data shows that a strong, positive correlation between age and number of Athletic programs, which was statistically significant (r = .753, n = 10, p < .0005). b) Spearman’s Correlation: A Spearman’s correlation was executed to analyze the relationship.

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  • A)Pearson Correlation: A Pearson correlation was executed to analyze the relationship
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III. A. 3. Low Pass Filter Frequency Response: Frequency, Hz VOut P-P GaindB Frequency, Hz VOut P-P GaindB 100 1.9922 -0.0338 2000 0.9138 -6.8040 200 1.9642 -0.1546 4000 0.4974 -12.0865 400 1.8650 -0.6070 8000 0.2547 -17.9012 800 1.5786 -2.0550 10000 0.2043 -19.8140 1000 1.4335 -2.8924   III. A. 4.  Low Pass Filter Frequency Response: III. A. 5.  Low Pass Filter Simulated Cutoff Frequency: fC =___________________ III. A. 6.  Low Pass Filter Calculated Cutoff Frequency: fC =___________________ III. A. 7.  Low Pass Filter Simulated Versus Calculated Cutoff Frequency: Match:      Yes No .

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  • III. A. 3. Low Pass Filter Frequency Response: Frequency, Hz VOut P-P GaindB
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