SQB Logo
sqbofficial

Question the-pa

2.1 Nonlinear Functions - Quadratic graphs and vertex form
0:00

  • The parabola opens upward.
  • The vertex is at the point (2 comma negative 2).
  • The parabola passes through the following points:
    • (1 comma negative nine tenths)
    • (2 comma negative 2)
    • (3 comma negative nine tenths)

The graph shown will be translated up 4 units. Which of the following will be the resulting graph?

A.

  • The parabola opens upward.
  • The vertex is at the point (2 comma 2).
  • The parabola passes through the following points:
    • (1 comma StartFraction 31 Over 10 EndFraction)
    • (2 comma 2)
    • (3 comma StartFraction 31 Over 10 EndFraction)

B.

  • The parabola opens upward.
  • The vertex is at the point (2 comma negative 6).
  • The parabola passes through the following points:
    • (1 comma negative StartFraction 49 Over 10 EndFraction)
    • (2 comma negative 6)
    • (3 comma negative StartFraction 49 Over 10 EndFraction)

C.

  • The parabola opens upward.
  • The vertex is at the point (negative 2 comma negative 2).
  • The parabola passes through the following points:
    • (negative 3 comma negative nine tenths)
    • (negative 2 comma negative 2)
    • (negative 1 comma negative nine tenths)

D.

  • The parabola opens upward.
  • The vertex is at the point (6 comma negative 2).
  • The parabola passes through the following points:
    • (5 comma negative nine tenths)
    • (6 comma negative 2)
    • (7 comma negative nine tenths)