Maths-
General
Easy
Question
Compare each function to f, shown in the table. Which function has lesser minimum value? Explain
![](data:image/png;base64,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)
h(x) = x2 + x – 3.5
The correct answer is: -3.75
We have given two functions f(x) and h(x).
h(x) = x2 + x – 3.5
For f(x) , minimum value of the function will be the y-coordinate of the given point which has minimum values
(1,0) , (2,-3) , (3,-4) , (4,-3) (5,0)
In the given points minimum value of is (3,-4)
So, the ,minimum value of f(x) is -4.
In h(x) = x2 + x – 3.5, a= 1, b= 1, and c = -3.5. So, the equation for the axis of symmetry is given by
x = −(1)/2(1)
x = -1/2
x = -0.5
The equation of the axis of symmetry for h(x) = x2 + x – 3.5 is x = -0.5.
The x coordinate of the vertex is the same:
h =-0.5
The y coordinate of the vertex is :
k = f(h)
k = h2 + h – 3.5
k = (-0.5)2 + (-0.5) – 3.5
k = 0.25 – 0.5 – 3.5
k = -3.75
Therefore, the vertex is (-0.5 , -3.75)
The minimum value of g(x) will be the y-coordinate of vertex = -3.75
The equation of the axis of symmetry for h(x) = x2 + x – 3.5 is x = -0.5.
The x coordinate of the vertex is the same:
The y coordinate of the vertex is :
Therefore, the vertex is (-0.5 , -3.75)
The minimum value of g(x) will be the y-coordinate of vertex = -3.75
Related Questions to study
Maths-
Compare each function to f, shown in the table. Which function has lesser minimum value? Explain
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)
g(x) = 2x2 + 8x + 3
Compare each function to f, shown in the table. Which function has lesser minimum value? Explain
![](data:image/png;base64,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)
g(x) = 2x2 + 8x + 3
Maths-General
Maths-
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = -2x2 + 16x + 40
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = -2x2 + 16x + 40
Maths-General
Maths-
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = x2 - 6x + 12
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = x2 - 6x + 12
Maths-General
Maths-
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = 4x2 + 12x + 5
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = 4x2 + 12x + 5
Maths-General
Maths-
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = 5x2 + 5x + 12
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = 5x2 + 5x + 12
Maths-General
Maths-
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = -x2 - 2x – 5
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = -x2 - 2x – 5
Maths-General
Maths-
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = 0.4x2 + 1.6x
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = 0.4x2 + 1.6x
Maths-General
Maths-
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = -2x2 + 4x - 3
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = -2x2 + 4x - 3
Maths-General
Maths-
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = 2x2 + 8x + 2
Find the axis of symmetry, vertex and y-intercept of the function
f(x) = 2x2 + 8x + 2
Maths-General
Maths-
Find the y-intercept of the following function
f(x) = -0.5x2 + x + 2
Find the y-intercept of the following function
f(x) = -0.5x2 + x + 2
Maths-General
Maths-
Find the y-intercept of the following function
f(x) = - x2 – 2x + 3
Find the y-intercept of the following function
f(x) = - x2 – 2x + 3
Maths-General
Maths-
Find the y-intercept of the following function
f(x) = 3x2 + 6x + 5
Find the y-intercept of the following function
f(x) = 3x2 + 6x + 5
Maths-General
Maths-
Find the y-intercept of the following function
f(x) = -2x2 – 8x – 7
Find the y-intercept of the following function
f(x) = -2x2 – 8x – 7
Maths-General
Maths-
Find the y-intercept of the following function
f(x) = 0.3x2 + 0.6x – 0.7
Find the y-intercept of the following function
f(x) = 0.3x2 + 0.6x – 0.7
Maths-General
Maths-
Find the y-intercept of the following function
f(x) = 2x2 – 4x – 6
Find the y-intercept of the following function
f(x) = 2x2 – 4x – 6
Maths-General