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(−6, −3, 3), BC = (9, −2, −4), CA = (3, −5, −1). Then |AB| + |BC| + |CA| = 7.35 + 10.05 + 5.91 = 23.32 1.3. The vector from the origin to the point A is given as (6, −2, −4), and the unit vector directed from the origin toward point B is (2, −2, 1)/3. If points A and B are ten units apart, find the coordinates of point B. With A = (6, −2, −4) and B = 1 B(2, −2, 1), we use the fact that |B − A| = 10, or 3 |(6 − 2 B)ax − (2 − 2 B)ay − (4 + 1 B)az | = 10 3 3 3 Expanding, obtain 36 − 8B + 4 B…

(−6, −3, 3), BC = (9, −2, −4), CA = (3, −5, −1). Then |AB| + |BC| + |CA| = 7.35 + 10.05 + 5.91 = 23.32 1.3. The vector from the origin to the point A is given as (6, −2, −4), and the unit vector directed from the origin toward point B is (2, −2, 1)/3. If points A and B are ten units apart, find the coordinates of point B. With A = (6, −2, −4) and B = 1 B(2, −2, 1), we use the fact that |B − A| = 10, or 3 |(6 − 2 B)ax − (2 − 2 B)ay − (4 + 1 B)az | = 10 3 3 3 Expanding, obtain 36 − 8B + 4 B…

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(−6, −3, 3), BC = (9, −2, −4), CA = (3, −5, −1). Then |AB| + |BC| + |CA| = 7.35 + 10.05 + 5.91 = 23.32 1.3. The vector from the origin to the point A is given as (6, −2, −4), and the unit vector directed from the origin toward point B is (2, −2, 1)/3. If points A and B are ten units apart, find the coordinates of point B. With A = (6, −2, −4) and B = 1 B(2, −2, 1), we use the fact that |B − A| = 10, or 3 |(6 − 2 B)ax − (2 − 2 B)ay − (4 + 1 B)az | = 10 3 3 3 Expanding, obtain 36 − 8B + 4 B…

−3, 3), BC = (9, −2, −4), CA = (3, −5, −1). Then |AB| + |BC| + |CA| = 7.35 + 10.05 + 5.91 = 23.32 1.3. The vector from the origin to the point A is given as (6, −2, −4), and the unit vector directed from the origin toward point B is (2, −2, 1)/3. If points A and B are ten units apart, find the coordinates of point B. With A = (6, −2, −4) and B = 1 B(2, −2, 1), we use the fact that |B − A| = 10, or 3 |(6 − 2 B)ax − (2 − 2 B)ay − (4 + 1 B)az | = 10 3 3 3 Expanding, obtain 36 −…

(−6, −3, 3), BC = (9, −2, −4), CA = (3, −5, −1). Then |AB| + |BC| + |CA| = 7.35 + 10.05 + 5.91 = 23.32 1.3. The vector from the origin to the point A is given as (6, −2, −4), and the unit vector directed from the origin toward point B is (2, −2, 1)/3. If points A and B are ten units apart, find the coordinates of point B. With A = (6, −2, −4) and B = 1 B(2, −2, 1), we use the fact that |B − A| = 10, or 3 |(6 − 2 B)ax − (2 − 2 B)ay − (4 + 1 B)az | = 10 3 3 3 Expanding, obtain 36 − 8B + 4 B…

manual in as timely a fashion as possible. Second, if we were to include all solutions, this manual would be longer than the text itself! We have numbered the pages in this manual using the format CC-PP, where CC is a chapter number of the text and PP is the page number within that chapter’s lecture notes and solutions. The PP numbers restart from 1 at the beginning of each chapter’s lecture notes. We chose this form of page numbering so that if we add or change solutions to exercises…

still being used for various uses, with high rates of sedimentation. Based on these data, this article is for the purpose of analyzing portions of rivers, by identifying the levels of DO (Dissolved Oxygen) and BDO Biochemical Oxygen Demand and check if they are framed to CONAMA Resolution 357-2005.  KEY-WORDS Basin, Dissolved Oxygen, Biochemical Oxygen Demand TTULO DO ARTIGO INTRODUO A qualidade da gua depende dos fenmenos naturais, porm pode sofrer variaes pela ao antrpica. De…

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