Question
5)
Consider the functions f(x)=4x2+8x−10
and g(x)=5x2+10x−1
Function f is a graph whose vertex is
(1 point)
Responses
higher than
higher than
lower than
lower than
located at the same axis of symmetry as
located at the same axis of symmetry as
Question 2
the vertex for the graph of function g.
Consider the functions f(x)=4x2+8x−10
and g(x)=5x2+10x−1
Function f is a graph whose vertex is
(1 point)
Responses
higher than
higher than
lower than
lower than
located at the same axis of symmetry as
located at the same axis of symmetry as
Question 2
the vertex for the graph of function g.
Answers
Answered by
The vertex for the graph of function f is (1 point) Responses 2 units to the right of 2 units to
The vertex for the graph of function f is
(1 point)
Responses
2 units to the right of
2 units to the right of
2 units to the left of
2 units to the left of
located at the same axis of symmetry as
located at the same axis of symmetry as
Question 3
the vertex for the graph of function g.
(1 point)
Responses
2 units to the right of
2 units to the right of
2 units to the left of
2 units to the left of
located at the same axis of symmetry as
located at the same axis of symmetry as
Question 3
the vertex for the graph of function g.
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