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6th Unit

### 12th Class Mathematics Unit 6 Test

Here you can prepare 12th Class Mathematics Unit 6 Conic Section Test. Click the button for 100% free full practice test.

## Second Year Mathematics Chapter 6 Online MCQ Test for 2nd Year Mathematics Unit 6 Conic Section Preparation

This online test contains MCQs about following topics:.

Introduction - Tangents and Normals - Analytical Proofs of Important Properties of a Circle - Parabola - Ellipse and Its Elements - Hyperbola and Its Elements - Tangents and Normals - Translation and Rotation of Axes - The General Equation of Second Degree

FSC Part 2 Mathematics Unit 6 Test

### Second Year Mathematics Chapter 6 Online MCQ Test for 2nd Year Mathematics Unit 6 Conic Section Preparation

1 The fixed point of the conic is called:
• A. Directrix
• B. Vertex
• C. Focus
• D. None of these
2 The directrix of the parabola x<sup>2</sup> = -4ay is:
• A. x = a
• B. x = -a
• C. y = a
• D. y = -a
3 The graph of the parabola y<sup>2</sup> = -4ax is symmetric about:
• A. x-axis
• B. major axis
• C. y-axis
• D. minor axis
4 The equ. of directrix of the parabola y<sup>2</sup> = -4ax is:
• A. x = a
• B. x = - a
• C. y = a
• D. y = -a
5 The center of circle (x+3)<sup>2</sup> + (y-2)<sup>2</sup> = 16 equals:
• A. (-3, 2)
• B. (3, -2)
• C. (3, 2)
• D. (-3, -2)
6 If equation of circle is (x - h)<sup>2</sup> + (y - k)<sup>2</sup> = r<sup>2</sup>, then center of a circle:
• A. (-h, -k)
• B. (h, k)
• C. (-h, k)
• D. (h, -k)
7 The opening of the parabola x<sup>2</sup> = 4ay is upward of the:
• A. x -axis
• B. y = c
• C. y - axis
• D. x = y
8 The vertex of the parabola x<sup>2</sup> = -4ay is:
• A. (a, 0)
• B. (0, 0)
• C. (0, -a)
• D. (0, a)
9 If r is the radius of any circle and C its center, then any point P(x<sub>1</sub>, y<sub>1</sub>) lies on the circle only if:
• A. |CP| &lt; r
• B. |CP| &gt; r
• C. |CP| = r
• D. None of these
10 If the equation of the parabola is y<sup>2</sup> = - 4ax, then opening of the parabola is to the ______ of the y-axis:
• A. Left
• B. Upward
• C. Right
• D. Downward

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