PPT-The Constant of Proportionality

aka the unit rate Example 1 After school Brandon told his Mom that he had volunteered to make cookies for the schools Bake Sale He planned to make 3 cookies for each of the 96 students in 7. Right?. Article 8 and Home Repossession. Article 8 & n. Article 8 . (1) Everyone has the . right to respect for . his private and family life, . his home . and his correspondence. (2)There shall be no interference by a public authority with the exercise of this right except such as . A direct variation is represented by a ratio or equation :. or. k ≠ 0. Direct Variation – constant ratio. EX1). x. 1. 2. 3. 4. y. 3. 6. 9. 12. Determine if the table represents a direct variation.. 1 In the absence of case - law on how the new proportionality test is working in practice, how should you argue proportionality at assessment (with examples of successes and failures, difficulties exp H =h+ Datum 3/23/2qWC2ghsh  in which The discharge through the upper portion above t q2C2ghxf(x)dxQqq The discharge for the Sutro Weir is given by QChsCHsH the tables in your notebook. . SHOW . YOUR WORK WHEN SOLVING.. Minutes. (m). Words Typed (w). 3. 11. 714. Jasmine types 42 words per minute.. Number of Games (g). Points. scored (p). 2. 12. 165. Ty scores 11 points per game. Objective: I will . identify the same value relating the measures of x and the measures of y in a proportional relationship as the constant of proportionality and recognize it as the unit rate in the context of a given situation. . Magumba. Lecture 3 . Proportionality. Ratios. If the ratio of A:B is 1:3 then A = 1/3 of B. For instance if you were to divide 20 oranges between A and B in the ratio 1:3 it means you have a total of 1 + 3 or 4 equal parts and each part is equal to 20/4 or 5 oranges, A gets 1 * 5 oranges and B gets 3 * 5 oranges. A direct variation is represented by a ratio or equation :. or. k ≠ 0. Direct Variation – constant ratio. EX1). x. 1. 2. 3. 4. y. 3. 6. 9. 12. Determine if the table represents a direct variation. If so, state the constant of proportionality. (. 0. ,0). (1,45). (2,90). (3,135). (4,180). In this lesson you . will learn how to determine the constant of proportionality in graphs. . by finding the ratio of y to x. . (2,5). (2,. -5). (-2,. 5). Directly Proportional. Directly proportional: as one amount increases, . another amount increases at the same rate. .. Hence, the straight line when we graph information. Directly Proportional. Example: you are paid $20 an hour. Period 2. Period 7. Musical Math. Draw the following relationships on separate graphs.. Non-linear relationship. Proportional linear relationship. Non-proportional linear relationship. Cornell Notes. 1. 160 words typed in 4 minutes. 2. $27.40 for 4 hours of work. 3. $12.66 for 8 packages of juice boxes. 4. $284 for a 4 day car rental. 5. 560 heartbeats in 6.5 minutes. 6. jogging 3.5 km in 30 minutes. Learning Target. I will be able to represent proportional relationships by equations.. Constant of Proportionality. The graph of a proportional relationship is a straight line that passes through the origin. . . ratio and rate . quiz . Thursday. Warm Up - convert each rate to a unit rate.. 42 miles in 7 hours 2) 108 sit ups in 6 minutes. 4) 4.5 gallons in . ⅝ minutes. State if the two ratios form a proportion..