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The return of merchandise by a credit customer was recorded with a debit to Accounts Payable and a credit to Accounts Receivable and the subsidiary ledger. This error will cause the net income for the period to be overstated. the net income for the period to be understated. the control account to not agree with the subsidiary ledger. the assets to be overstated

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Identify whether the following activity is associated with positive externalities (external benefits), negative externalities (external costs), or no externalities. Reducing pollution results in... O a. positive externalities O b. negative externalities O c. no externalities

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For the variable, new arrests, what is the IQR or the interquartile range? New Arrests able[[ able[[Number of New],[Arrests]],( Frequency )/(5),( Percent )/(17.9), able[[Valid Percent],[17.9]], able[[ able[[Cumulative],[Percent]]],[17:9 New Arrests Cumulative Percent Valid Percent Percent 17.9 17.9 17:9 17.9 17.9 -35.7 7.1 7.1 42.9 7.1 7.1 -50.0 17.9 17.9 67.9 3.6 3.6 71.4 3.6 3.6 75.0 10.7 10.7 85.7 3.6 3.6 89.3 3.6 3.6 92.9 3.6 3.6 96.4 3.6 3.6 100.0 100.0 100.0 Number of New Arrests Valid .00 1.00 2.00 3.00 5.00 Frequency 5 5 2 2 5 1 6.00 7.00 8.00 9.00 10.00 12.00 14.00 Total 1 3 1 1 1 1 28

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Jodi’s homework grades are 27/30, 25/40, 26/30, 30/50, and 24/25. A.) Find the average of her grade by taking: points correct/total points (100) B.) What is her average percent when averaging grades using Points earned? __________ C.) Find the percent of each homework grade: 27/30 = 90% 25/40 = ______ 26/30 = ________ 30/50 = _______ 24/25 = _______ D.) NOW find the average of her scores based on the Percents ____________________ E.) Which method gives her a higher average?

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Check if within the scope of the solution. If NO, choose a reason to reject it. 3. Find the number represented by each point on the number line. Which quotient is NOT a rational number (a rational number can be written as a fraction or a decimal that terminates or repeats)? a. b. S Which is NOT a rational number (a rational number C. d. Answer: 20 SE Q RS + 0 ++ 0 Warning(s) TU 1

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Texts: 6. Given an NMOS transistor with V₁=1.75V, kn = 25 mA/V², and λ = 0, and the following circuit: a) For an operating point of Vo = 3.5V and Ip = 10 mA, what is the range of values for Rs that will keep the transistor in the saturation region? b) For Rs = 100 Ω, determine Rp, RG1, and RG2 to achieve Vo = 3.5V and Ip = 10 mA. VDD = +10V. c) Simulate your design in Multisim to show that your design is correct. IMPORTANT NOTES: 1) In Multisim, you will have to change the virtual NMOS transistor parameters to match the given values of kn and V for this problem. 2) Also, Multisim calls kp the process transconductance and uses the notation kp for BOTH NMOS and PMOS transistors (this may seem confusing because in our text, Sedra & Smith, kp is only for PMOS).

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The population density of a cow pasture at Evergreen Farm is 56 cows per acre, and the population of cows in the pasture is 126 . What is the area, in acres, of the pasture?

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4. Pembrook Company had beginning inventory on May 1 of $12,000. During the month, the company made purchases of $30,000 but returned $2,000 of goods because they were defective. At the end of the month, the inventory on hand was valued at $9,500. Calculate cost of goods available for sale and cost of goods sold for the month. 5. Principles of an efficient and effective accounting information system include all of the following except a. cost effectiveness. b. flexibility. c. useful output. d. All of these options are principles. 6. Which of the following statements is incorrect? a. A major consideration in developing an accounting system is cost effectiveness. b. When an accounting system is designed, no consideration needs to be given to the needs and knowledge of the various users. c. The accounting system should be able to accommodate a variety of users and changing information needs. d. To be useful, information must be understandable, relevant, reliable, timely, and accurate.

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2. The nuclides with A = 131 have the following atomic masses given in atomic mass units (u): $^{52}Te$ = 130.9086 $^{54}Xe$ = 130.9051 $^{56}Ba$ = 130.9067 $^{58}Ce$ = 130.9155 $^{53}I$ = 130.9061 $^{55}Cs$ = 130.9055 $^{57}La$ = 130.9099 a. Draw a diagram of mass (or energy) against atomic number for these seven isobars. b. Note on the diagram the decay mode(s) of each unstable nucleus. Justify your answer for each case. c. Indicate on the diagram the stable nucleus/nuclei.

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MA 17500: Discrete Mathematics Extra Credit Assignment Induction is very important. In a face-to-face class, we would practice it in class, and I had enough time to provide feedback. In our summer class we don't have that opportunity. So, I turned four in-classes quizzes into the homework assignment below. Manuel grading requires time, while feedback shouldn't come two weeks later. This means that for this homework assignment you have only two attempts. I'll provide detailed feedback after the first attempt which should suffice to earn full credit with the revision. What is important is that you copy and stick to our proof template for each proof: Ind.base $(n = 1)$: ... Ind.step $(n \mapsto n + 1)$: ... then fill in the details for each step. Also, you must state where exactly you invoke the induction hypothesis. If you fail you to use the template or fail to indicate where exactly the induction hy- pothesis kicks in, you'll receive zero points. No exceptions! $n^2 + n$ 1. Prove for all $n \ge 1$: $1 + 2 + 3 + \dots + n = \frac{n^2 + n}{2}$. [2P] 2. Prove for all $n \ge 1$: $1 + 3 + 5 + \dots + (2n - 1) = n^2$. [2P] 3. Prove for all $n \ge 1$: $3^n > n$. [2P] 4. Prove for all $n \ge 1$: $2 + 5 + 8 + \dots + (3n - 1) = \frac{n(3n + 1)}{2}$. [2P]

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carla f.