Vertex, axis and discriminant of a parabola
Name
Date
-
1.
What is the discriminant of y = x² − 6?
-
2.
How many real solutions does y = -x² − 10x − 28 = 0 have?a)0b)1c)2
-
3.
What is the vertex (turning point) of y = 2x² + 12x + 22?a)(-2, 4)b)(-3, -4)c)(3, 4)d)(-3, 4)
-
4.
What is the vertex (turning point) of y = 2x² + 4x + 7?a)(-1, 5)b)(0, 5)c)(1, 5)d)(-1, -5)
-
5.
What is the discriminant of y = x² − 2x + 2?
-
6.
How many real solutions does y = -x² − 6x − 14 = 0 have?a)0b)1c)2
-
7.
How many real solutions does y = x² + 8x + 21 = 0 have?a)0b)1c)2
-
8.
What is the vertex (turning point) of y = x² + 10x + 31?a)(5, 6)b)(-5, 6)c)(6, -5)d)(-5, -6)
-
9.
What is the equation of the axis of symmetry of y = -x² − 6x − 10?a)y = -1b)x = -1c)x = -3d)x = 3
-
10.
What is the discriminant of y = x² − 10x + 31?
-
11.
What is the vertex (turning point) of y = x² + 6x + 14?a)(-3, -5)b)(5, -3)c)(-2, 5)d)(-3, 5)
-
12.
What is the equation of the axis of symmetry of y = 2x² + 16x + 26?a)y = -6b)x = -4c)x = -3d)x = 4
-
13.
What is the discriminant of y = -x² + 2x − 4?
-
14.
What is the vertex (turning point) of y = x² + 4x + 1?a)(-1, -3)b)(-2, 3)c)(-2, -3)d)(-3, -2)
-
15.
What is the vertex (turning point) of y = -x² − 8x − 10?a)(-3, 6)b)(-4, 6)c)(6, -4)d)(-4, -6)
-
16.
What is the equation of the axis of symmetry of y = x² − 2x + 7?a)x = -1b)x = 1c)x = 6d)x = 2
-
17.
What is the vertex (turning point) of y = -x² + 10x − 20?a)(-5, 5)b)(6, 5)c)(5, 5)d)(5, -5)
-
18.
What is the equation of the axis of symmetry of y = x² + 10x + 29?a)x = 4b)x = -5c)x = -4d)x = 5
-
19.
What is the vertex (turning point) of y = x² − 8x + 12?a)(-4, 4)b)(4, -4)c)(-4, -4)d)(4, 4)
-
20.
What is the equation of the axis of symmetry of y = x² + 10x + 31?a)x = 6b)x = -5c)x = -4d)y = 6
Free maths worksheets and practice: rocketdigits.com/learn/vertex-axis-and-discriminant-of-a-parabola
Answers: Vertex, axis and discriminant of a parabola
- 24
- a) 0
- d) (-3, 4)
- a) (-1, 5)
- -4
- a) 0
- a) 0
- b) (-5, 6)
- c) x = -3
- -24
- d) (-3, 5)
- b) x = -4
- -12
- c) (-2, -3)
- b) (-4, 6)
- b) x = 1
- c) (5, 5)
- b) x = -5
- b) (4, -4)
- b) x = -5
Free maths worksheets and practice: rocketdigits.com/learn/vertex-axis-and-discriminant-of-a-parabola