By Roger Porkess

**Read or Download MEI C1 Study Resources Core1 Co-ordinate Geometry 2 Curves And Circles PDF**

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**Additional resources for MEI C1 Study Resources Core1 Co-ordinate Geometry 2 Curves And Circles **

**Sample text**

1] (ii) Find the equation of the line l2 which is parallel to l1 and passes through the point (1, -2). [3] 2. Describe fully the curve whose equation is x 2 + y 2 = 4 . [2] 3. The coordinates of two points are A (-1, -3) and B (5, 7). Calculate the equation of the perpendicular bisector of AB. [4] 4. Show that the line y = 3x – 10 is a tangent to the circle x 2 + y 2 = 10 . [4] 5. The line y = 2 x − 3 meets the x-axis at the point P, and the line 3 y + 4 x = 8 meets the x-axis at the point Q. The two lines intersect at the point R.

2] (iii) Calculate the length SR. (iv) Show that the equation of SR is 2y = x – 5 and find the equation of the line L through Q perpendicular to SR. [5] [3] (v) Calculate the coordinates of the point T where the line L meets SR. [3] (vi) Calculate the area of the quadrilateral PQRS. 8. AB is the diameter of a circle. A is (1, 3) and B is (7, -1). [2] (i) Find the coordinates of the centre C of the circle. [2] (ii) Find the radius of the circle. [2] (iii) Find the equation of the circle. (iv) The line y + 5x = 8 cuts the circle at A and again at a second point D.

A is (1, 3) and B is (7, -1). [2] (i) Find the coordinates of the centre C of the circle. [2] (ii) Find the radius of the circle. [2] (iii) Find the equation of the circle. (iv) The line y + 5x = 8 cuts the circle at A and again at a second point D. Calculate the coordinates of D. [4] [3] (v) Prove that the line AB is perpendicular to the line CD.

### MEI C1 Study Resources Core1 Co-ordinate Geometry 2 Curves And Circles by Roger Porkess

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