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Which of the following molecules has the smallest dipole moment? A $$Br_2$$ B $$NH_3$$ C HCl D HBr E HI

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Which of the following is/are True about efficient markets as applied to the stock market?: What is the current price of a bond that makes semi-annual coupon payments, has a par value of $1000, has a yield-to-maturity of 8.6%, has 9.5 years remaining until maturity, and has a coupon rate of 8%?

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A decade ago, the average class size at Summerfield Middle School was 25 students. Now it is 8% smaller. What is the average class size currently?

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Why are repair scars on the shells of prey species the only reliable evidence for the frequency of predation by shell crushing predators? Group of answer choices shell crushing predators were rare during the Mesozoic most shells of prey species have repair scars repair scars are only evident on large-sized prey successful predation attempts are impossible to identify in the fossil record predation attempts by shell crushers were rarely successful

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Question 2 Not yet answered Marked out of 15.00 Flag question Determine the unknow displacement using finite element method knowing that E = 200 GPa and the bars have the same cross-sectional area of 0.02 m ux = 3 mm and uy = 3 cm. Coordinates in meters. Z y 2 (0, 0, 0) AE [k] = X â‘  3 (14, 6, 0) â‘¡ 1 (12,-3,-5) Uy Ux X CCC CCâ‚‚C-CxCyCxCz CCCC CCCCCCCC Symmetry C2 C-C2 -CxCzCyCâ‚‚ C CxC X C Cx Cz Cy Cz C2 Z

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INSTRUCTIONS: Write a program called 'My Calculator' using Lisp program. Your program should be able to receive 2 integer numbers from user. The numbers should be identified as positive or negative number. Then, perform mathematical operations (add, subtract, multiply, divide and modulo) on the numbers. Your program must be user-friendly. Use any online compiler of your choice. Submission: 1. Complete this exercise in a group of 2. 2. Please submit the softcopy of the programs in 2 format: i. Copy the program from your compiler and paste in this submission cover page. ii. Screenshot from the online compiler (try to fit all in 1 screenshot if possible). 3. Please include sample of output.

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8. Suppose f and g are differentiable functions on R with values in R$^n$. a. Show that $(f \cdot g)' = f' \cdot g + f \cdot g'.$ b. Suppose also that $n = 3$, and show that $(f \times g)' = f' \times g + f \times g'$.

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8. (10 pts.) Suppose $x[n]$ has Z transform $\frac{1 - z^{-3}}{1 + z^{-4}}$ with ROC $|z| > 1$. What is $y[n] = x[n] + x[n - 4]$? Hint: Calculate Z transforms.

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A 25-kVA, 480-V, three-phase, 60-Hz, synchronous generator has a synchronous reactance of 8 ohms per phase. The fixed loss is 1.5 kW. When the generator delivers full load at a power factor of 0.8 leading, determine its efficiency. What is the maximum power developed by the machine? Neglect the winding resistance.

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What is the median of the data given below? 45, 62, 71, 36, 22, 48, 51, 26, 62, 39 F. 35 G. 46 H. 46.2 J. 46.5 K. 62

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