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Direct, Inverse & Joint Variation. Direct Variation The variables x & y vary directly: Direct  Divide BIGGER.

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Presentation on theme: "Direct, Inverse & Joint Variation. Direct Variation The variables x & y vary directly: Direct  Divide BIGGER."— Presentation transcript:

1 Direct, Inverse & Joint Variation

2 Direct Variation The variables x & y vary directly: Direct  Divide BIGGER

3 Direct Variation The variables x & y vary directly. Write an equation that relates x and y if x = 6 when y = 8. Then find x when y = 12.

4 Inverse Variation The variables x & y vary inversely: Inverse  Multiply BIGGER SMALLER

5 Direct Variation The variables x & y vary inversely. Write an equation that relates x and y if x = 3 when y = 12. Then find y when x = 9.

6 Determine whether x and y show direct variation, inverse variation, or neither. xy 232 416 88 4 DirectInverse

7 Determine whether x and y show direct variation, inverse variation, or neither. xy 132 203 294 345 DirectInverse

8 Determine whether x and y show direct variation, inverse variation, or neither. xy 27 49 87 109 DirectInverse NEITHER

9 Joint Variation The variable x varies jointly with y and z: directly

10 Joint Variation The variable z varies jointly with x & y. Write an equation that relates x, y, and z if x = 3, y = 7 and z = 8. Then find z when x = 9 and y = 4.

11 Write an equation for the relationship: y varies directly with x and inversely with z.

12 Write an equation for the relationship: a varies inversely with b and jointly with c and d.

13 Write an equation for the relationship: a varies directly with b and jointly with c and d.


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