Direct variation practice
[DOC File]7 - Mrs. Mangano's Math 2
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Direct Variation Extra Practice 1-2: Find k where y varies directly as x, and the following are true. 1. y = 16 when x = 8 2. y = 2 when x = 6. 3-4: Find an equation of variation where y varies directly as x, and the following are true. 3. y = 24 when x = 6 4. y = 2 when x = 10. 5-8: Solve. ...
[DOC File]Direct and Inverse Variation Worksheet
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Direct and Inverse Variation Worksheet Name:_____ Find the Missing Variable: y varies directly with x. If y = -4 when x = 2, find y when x = -6. y varies inversely with x. If y = 40 when x = 16, find x when y = -5. y varies inversely with x. If y = 7 when x = …
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Notes: Direct Variation y =kx . Proportional: having the same ratio to another quantity. x. y. 2. 3. 4. 9. 5. 12. Cross Multiply to see which table below is proportional.
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In general: Direct Variation: Direct variation occurs when the . ratio. of the variables does not change. Or in other words, when the dependent variable is a . ... TIPS Practice. 17. Note: book uses . k . instead of . m . for constant of variation/slope! Author: Faria Created Date: 04/10/2014 06:12:00 Title: 5
[DOC File]Direct and Inverse Variation Practice
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Solve each problem below. You can use the 4 steps above for both DIRECT and INVERSE variation. y varies directly as x and y = 14 when x = 3.5. Find y when x = 21. y varies inversely as x and y = 3 when x = 8. Find x when y = 12. The circumference of a circle varies directly as the radius and C = 7feet when. r = 3.5 feet. Find r when C = 4.5feet. 4.
[DOC File]Direct and Inverse Variation Worksheet
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Tougher Direct/Inverse Variation Examples. 9. Write a general variation formula for the following: A) V varies directly with the square root of t. B) F varies inversely with the sum of x and y. C) The variable y varies directly with x and inversely with the square of z. 10. Find the constant of proportionality for each situation below: A)
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Apr 04, 2017 · Direct and Inverse Variation Practice. Write an equation for each statement. Use “k” as your variation constant. 1. t varies directly with u. 2. q is directly proportional to p. 3. r varies inversely as w. 4. t in inversely proportional to r. 5. Look at each table and decide whether it shows direct variation, inverse variation or neither.
[DOCX File]Microsoft Word - Direct Variation Worksheet.doc
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Choose any four problems from above (except #1) to graph on the graphs provided below. Number each graph with the corresponding problem number, and be sure to give each graph a title and to number and label each of the axes.
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