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william sastre

william s.

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Why does Hari praise Portugal’s drug policy reform? Group of answer choices Because it emphasized pharmacological treatments over social services Because it allowed addicts to use drugs safely without government interference Because it replaced punishment with reconnection and saw major improvements Because it legalized drugs and eliminated overdose deaths completely

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Part D - Relationship Between Electrical Events of the Heart and an ECG Tracing The deflection waves of an ECG correlate to electrical changes, either depolarization or repolarization, of the heart's chambers. Match the electrical events in the heart with the waves, segments, and intervals of a normal ECG tracing. P-R interval : Period of uniform depolarization of the ventricles T wave : Atrial depolarization S-T segment : Ventricular repolarization P wave : Ventricular depolarization Q-T interval QRS complex

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A. The table shows the number of kilograms of water \( k \) in a human body and its total weight iW. \begin{tabular}{|c|c|c|c|c|c|} \hline \( \boldsymbol{k} \) & 20 & 30 & 40 & 50 & 60 \\ \hline WV & 30 & 45 & 60 & 75 & 90 \\ \hline \end{tabular} 1. Show that \( k \) and \( W \) are in direct proportion. 2. Draw the graph of \( k \) against \( W \). 5. Doscribo the graph. 4. Find the equation rolating \( k \) and \( W \). 5. If Sam weighs 72 kg , how many kllograms of water does his body hove?

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Japan's Post-War (i.e. after WWII) economic miracle to become one of the world's richest and most influential countries was due to which three things, according to the video: Saving and investing money; Strengthening education and training; Continued military expansion. Saving and investing money; Continued military expansion; Working long hours. Continued military expansion; Strengthening education and training; Working long hours. Saving and investing money; Strengthening education and training; Working long hours.

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In triangle PQT, R is on side PT such that QR=QP. Also, QS is an altitude, and QT=10. The values of tan RQT, tan SQT, and tan PQT form a geometric progression, and the values of cot SQT, cot RQT, and cot SQR form an arithmetic progression. Find the area of triangle PQR. In triangle PQTR is on side PT such that QR=QP. Also, QS is an altitude, and QT=10. The values of tan RQT, tan SQT, and tan PQT form a geometric progression, and the values of cot SQT, cot RQT, and cot SQR form an arithmetic progression. Find the area of triangle PQR.

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Tire and Spoke Manufacturing currently produces 1,000 bicycles per month. The following per unit data apply for sales to regular customers: Direct materials $50 Direct manufacturing labor 5 Variable manufacturing overhead Fixed manufacturing overhead Total manufacturing costs 14 10_() $79 The plant has capacity for 3,000 bicycles and is considering expanding production to 2,000 bicycles. What is the per unit cost of producing 2,000 bicycles? A) $79 per unit B) $158 per unit C) $74 per unit D) $134 per unit Answer questions 8 and 9 using the information below: Pederson Company reported the following: Manufacturing costs $2,000,000 Units manufactured ,50,000 Units sold ,47,000 units sold for $75 per unit Beginning inventory 0 units What is the average manufacturing cost per unit? A) $40.00 B) $42.55 C) $0.025 D) $75.00 What is the amount of ending finished goods inventory? A) $1,880,000 B) $120,000 C) $225,000 D) $105,000 Which of the following formulas determine cost of goods sold in a merchandising entity? A) Beginning inventory + Purchases + Ending inventory = Cost of goods sold B) Beginning inventory + Purchases - Ending inventory = Costs of goods sold C) Beginning inventory - Purchases + Ending inventory = Cost of goods sold D) Beginning inventory - Ending inventory - Purchases = Cost of goods sold 5 Tire and Spoke Manufacturing currently produces 1,000 bicycles per month. The following per unit data apply for sales to regular customers: Direct materials $50 Direct manufacturing labor Variable manufacturing overhead 14 Fixed manufacturing overhead 10 Total manufacturing costs $79 The plant has capacity for 3,000 bicycles and is considering expanding production to 2,000 bicycles. What is the per unit cost of producing 2,000 bicycles? A) $79 per unit B) $158 per unit C) $74 per unit D)$134 per unit Answer questions 8 and 9 using the information below: Pederson Company reported the following: Manufacturing costs $2,000,000 Units manufactured 50,000 Units sold 47,000 units sold for $75 per unit Beginning inventory 0 units 6) What is the average manufacturing cost per unit? A) S40.00 B) $42.55 C) $0.025 D) $75.00 7) What is the amount of ending finished goods inventory? A) $1,880,000 B)S120.000 C) $225,000 D) $105,000 8 Which of the following formulas determine cost of goods sold in a merchandising entity? A) Beginning inventory + Purchases + Ending inventory = Cost of goods sold B) Beginning inventory + Purchases - Ending inventory = Costs of goods sold C) Beginning inventory - Purchases + Ending inventory = Cost of goods sold D) Beginning inventory - Ending inventory - Purchases = Cost of goods sold

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Discussion Board Topic: Discuss the demand and supply of money. Using one current article as a reference, describe how the interest rates are affecting the economy 1. How is the supply and demand of money being affected by interest rates now? 2. What interest rate does the Fed set that has a ripple affect across the economy? 3. When do you see a change in interest rates coming? Responses (1)

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how to know if a line is a segment of another line in R3?

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4. Find the volume of the solid obtained by rotating the region bounded by the given curves about the specified line. $y = 3 + 2x - x^2$, $x + y = 3$; about the $y$-axis

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For the given function f and interval [a,b], a graph of f is given along with the secant line that passes through the graph of f at x = a and x = b. Complete parts a and b below. $\frac{x^2}{4}$ + 3; [-2,4] f(x) = A. the slope of the secant line is equal to the slope of the tangent line at c in (a,b). B. The slope of the secant line is -1 times the slope of the tangent line at c. C. The y-intercept of the secant line is c. D. The difference of the y-coordinates of the points at which the secant line intersects the graph of f is c. E. The slope of the secant line is c. b. Verify your answer to part (a) by solving the equation $\frac{f(b) - f(a)}{b - a} = f'(c)$ for c. It can be found that $\frac{f(b) - f(a)}{b - a} = $ and f'(c) = . Solving $\frac{f(b) - f(a)}{b - a} = f'(c)$ results in c = (Simplify your answers. Use integers or fractions for any numbers in the expressions.)

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