Examples on Direct Variation Example 1: Plot the graph of the direct variation y = 5x Solution: x 0 1 -1 y 0 5 -5 Example 2: If x = 10 and y = 20 follow a direct variation then find the constant of proportionality Solution: As x and y Example 3: Let x and y be in direct variation, x = 6 and y =
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If b is directly proportional to a the equation is of the form b = ka (where k is a constant). Two variables are said to be in direct variation when the variables are related in such a way that the
How do you find the direct variation? Given a point (a,b), the constant of variation is the ratio of the two points given: k=a/b. Once this value is known, the direct variation is then y=kx
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