Question

What is true about the graph below? Select SIX TRUE statements

Select ALL TRUE statements
A) There are no zeroes
B) There is one zero
C) There are two zeroes
D) The vertex is (1, 14)
E) The vertex is (14, 1)
F) The vertex is (2, 14)
G) The vertex is (14, 2)
H) The axis of symmetry is x = 1
I) The axis of symmetry is x = 2
J) The "a" of the parabola is positive
K) The "a" of the parabola is negative
M) The parabola has a minimum
N) The parabola has a maximum
O) The zeroes are -2 and 6
P) The zeroes are 1 and 6
Q) The zero is 6
R) The zero is 14

Answer 1

Explanation:

Remember that, this is quadratic function graph.

Let's analyze fact the graph. We get :

• There are two roots/zeroes
• Two roots are x1 = -2 , x2 = 6
• Vertex is maximum value of parabola (2,14)
• Symmetry function is x = 2 (you can show that, x-axis from vertex)
• "a" parabola indicated negative
• The parabola with "a" negative, thus have maximum value (show that vertex is (2,14))

Conclusion :

The true statements are C,F,I,K,N,O (6 statements are shown)

Subject : Mathematics

Level : JHS

Chapter : Quadratic Functions