Find parametric equations for the given curve

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Reference no: EM131971241

Exercises -

In Exercises, find parametric equations for the given curve.

1. y = 9 - 4x

2. y = 8x² - 3x

3. 4x - y² = 5

4. (x + 9)² + (y - 4)² = 49

5. x² + y² = 49

6. (x/5)² + (y/12)² = 1

7. Line of slope 8 through (-4, 9).

8. Line through (2, 5) perpendicular to y = 3x.

9. Line through (3, 1) and (-5, 4).

10. Line through (1/3, 1/6) and (- 7/6, 5/3).

11. Segment joining (1, 1) and (2, 3).

12. Segment joining (-3, 0) and (0, 4).

13. Circle of radius 4 with center (3, 9).

14. Ellipse of Exercise 6, with its center translated to (7, 4).

15. y = x², translated so that the minimum occurs at (-4, -8).

16. y = cos x, translated so that a maximum occurs at (3, 5).

Reference no: EM131971241

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