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What are the models that guide how counselors advocate issues related to social justice and advocacy

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Balance the following chemical reaction, be sure to include "1" in the blank for any compounds with a stoichiometric coefficient of 1. Fe$_2$O$_{3(s)}$ + CO$_{(g)}$ $\rightarrow$ Fe$_{(l)}$ + CO$_{2(g)}$

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Question 35 Global patterns and trends indicate that challenges related to race and sports are limited mostly to the United States.. O True O False 2 pts

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Two electromagnetic waves, A and B, travel in space, A with a frequency double that of B. We can conclude that

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Mabel is an advocate for a "zero tolerance" policy regarding all illegal street drugs, including cocaine, marijuana, and heroin. Mabel has witnessed high crime and violence in her neighborhood and believes that only by arresting and prosecuting anyone who sells or uses illegal drugs will she and her neighbors and their children live without fear. Part 2 The policy that Mabel endorses is A. economically efficient because the additional benefit from reducing drug use would be more than the additional cost.   B. not economically efficient because the additional benefit from reducing drug use would be more than the additional cost.   C. not economically efficient because at some point the additional benefit from reducing drug use would be less than the additional cost. D. economically efficient because the additional benefit from reducing drug use would be less than the additional cost.

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Asume that the present value of capital is 800 and the future value at an interest rate of 5% p.a. corre potids to 996.58. How long must the capital be deposited? For the calculation, consider compound interest. a. 5 yurs, 7 months, 13 days. b. 4 gars, 3 muiths, 17 davx. c. imes .5 years. d. 8 your, 4 months e. 5 yours, 5 months, 10 days. Thin fice balue of the bill due in 11 months is 100,000 . How long must the owner of the bill wait before he can sell it in the money market so that at a discount rate of 10% p.a. received 96,666.67 ? a. 6 months, 14 dayx. b. 3 months, 25 days. c. 7 montis d. 4 months. 8 days. c. 4 months. How much will be created on saving by a client who regularly save 5,000 every three months for 11 years. Consider an interest rate of 4,5% p.a. The bank calculates interest twice a year. For the calculation assume ordinary annuities. a. 202,255.3 b. 28,149.5 c. 284,609.2 d. 282,653.6 e. 28,225.53 What will your quarterly perpetuity look like if you put 2,000,000 into your pension fund? The pension fund guarantees 3.7% p.a. with quarterly interest. Consider intermediate pension and ordinary annuities. a. 18,330,4 b. 18,500 c. 18,246.83 d. 18,081.86 e. 18,350 Consider a loan of 35,000 . You will repay the debt in regular monthly instalments (annuities) over 4 years. The bank requires 7% p.a.. How much will be the amortization in the first instalment? a. 204.17 b. 633.95 c. 729.17 d. 838.12 e. 271.9 Calculate the price of a bond with nominal value of 750,000 . The coupon payments are 5.5%, the yield to maturity is 4.8%, and the maturity of the bond is 35 years. a. 838,178.1 b. 692,827.6 c. 669,199.6 d. 554,059.9 e. 807,967.3 a.5years,1 months.13 days. b4years3 months.17days c.85cans d.8years.4months e.5yarx,5months,10davs can sell it in the money market so that at a discount rate of 10 % p.a. received 96.666.67 a.6 months.11 days b.3months.25 davs. c.7months d.4 months,8 days e4 months. 3. How much will be created on saving by a client who regularly save 5.000 every three months for 11 years. ordinary annuities. .282.255.3 b.28.149.5 c.281.609.2 d.282.653.6 c.28.225.53 4. What will your quarterly perpetuity look like if you put 2,000.000 into your pension fund? The pension fund guarantees 3.7 % p.a.with quarterly interest.Consider intermediate pension and ordinary annuities. .18.330.44 b.18.500 c.18.246.83 d.18.081.86 e.18.350 5. Consider a loan of 35.000. You will repay the debt in regular monthly instalments (annuities over 4 years. The bank requires 7 % p.a.. How much will be the amortization in the first instalment? a.204.17 b.633.95 c.729.17 d.838.12 c.271.9 6.Calculate the price of a bond with nominal value of 750,000.The coupon payments are 5.5 %,the yicld to maturity is 4.8 %,and the maturity of the bond is 35 years. a.838.178.1 b.692.827.6 c.669.199.6 d.554,059.9 c.807.967.3

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According to a particular websile 14% of a group of people are left handed. If we select 5 people at random, find the probability that the number who are left handed is at least 2. What probability should be found? A. $1 - P(0 \text{ or } 1 \text{ are left handed})$ B. $P(0, 1, \text{ or } 2 \text{ are left handed})$ C. $P(2 \text{ are left handed})$ D. $P(1 \text{ is left handed})$ The probability that at least 2 are left handed is (Round to four decimal places as needed.)

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Determine whether the following series are convergent or divergent. In case of a convergent series, find its sum.\\ (a) $\sum_{n=1}^{\infty} \frac{12 \cdot 2^{n+1}}{3^n}$;\\ (b) $\sum_{n=1}^{\infty} (\frac{4}{7n} + \frac{3}{n})$.

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It is a snowy winter day, and Pam is going tubing. In this context, that means Pam is going to slide down a snowy hill on an inner tube, and then go up the hill and do it all again. For this problem, use g = 9.80 m/s2.a) Pam and the tube have a combined mass of 60.0 kg. Pam starts from rest at the top of the hill, and slides down to the bottom. The top of the hill is 10.8 m higher than the bottom. If there were no resistive forces acting on Pam and the tube on the way down, what would her speed be at the bottom of the hill?_______ m/s b) It turns out that Pam's speed at the bottom of the hill is actually 7.20 m/s. Calculate how much work was done by non-conservative forces acting on Pam and the tube between the top and the bottom._______ J c) The bottom of the hill is flat. Unfortunately, Pam and her tube collide with a large tube that holds Michael and Dwight, who are arguing about who has to pull the other up the hill. The tube has a combined mass of 150 kg, and is at rest before the collision. Pam's speed before the collision is given in part (b). The collision causes Pam and her tube to reverse direction, and rebound with a speed of 1.50 m/s. Determine the speed of the large tube after the collision._______ m/s d) Kinetic energy is not conserved in this collision. What percentage of the kinetic energy that Pam and her tube had before the collision is still in the system after the collision? By system, we mean the two tubes and three people._______ %

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Find the derivative. f(x) = (5x - 3)(x + 4) f'(x) = 3.33x^{1/2} - 1.5x^{-1/2} + 20 f'(x) = 3.33x^{1/2} - 3x^{-1/2} + 20 f'(x) = 7.5x^{1/2} - 3x^{-1/2} + 20 f'(x) = 7.5x^{1/2} - 1.5x^{-1/2} + 20

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