Question
Find the minimum point of the function .
- (9, -4)
- (-9, 4)
- (-9, -4)
- (9,4)
Hint:
The minimum value of square root is always 0, Find the minimum value of y and x .
The correct answer is: (-9, -4)
The minimum point of the function in the form .
The minimum value of square root is always 0.
So, x = -9 and y = -4 at minimum value.
So, the minimum point is (-9 , -4).
Related Questions to study
How does the graph compared to the graph of ?
How does the graph compared to the graph of ?
For the square root function , the average rate of change between x = 5& x = q is 0.185. What is the value of q?
For the square root function , the average rate of change between x = 5& x = q is 0.185. What is the value of q?
Find the average rate of change of the function
Find the average rate of change of the function
Evaluate for the variable x = 3 to the nearest hundredth.
Evaluate for the variable x = 3 to the nearest hundredth.
Write an expression for the function which has a translation by 1 unit left of f(x) = .
Write an expression for the function which has a translation by 1 unit left of f(x) = .
Find the x-intercept and y-intercept of
Find the x-intercept and y-intercept of
The graph of is _________ of
The graph of is _________ of
Find the domain of the function .
Find the domain of the function .
Which of the following functions is the vertical translation of .
There are 4 types of transformations vertical stretch, horizontal stretch, horizontal translation and vertical translation.
Which of the following functions is the vertical translation of .
There are 4 types of transformations vertical stretch, horizontal stretch, horizontal translation and vertical translation.
Find the minimum point of the function .
The minimum point is also called the minima.
Find the minimum point of the function .
The minimum point is also called the minima.
How does the graph compared to the graph of ?
There are 4 types of transformations vertical stretch, horizontal translation, vertical translation and horizontal stretch.
How does the graph compared to the graph of ?
There are 4 types of transformations vertical stretch, horizontal translation, vertical translation and horizontal stretch.
Find the average rate of change of the function
Average = difference in value of the function at extreme values of the variable divided by the difference in the extreme values of the variable.
Find the average rate of change of the function
Average = difference in value of the function at extreme values of the variable divided by the difference in the extreme values of the variable.
Evaluate for the variable x = 3 to the nearest hundredth.
To find the value of a function, we have to put the value of the variable given.
Evaluate for the variable x = 3 to the nearest hundredth.
To find the value of a function, we have to put the value of the variable given.
Write an expression for the function which has a translation by 7 units down of
There are 4 types of transformations vertical stretch, horizontal stretch, horizontal translation and vertical translation.
Write an expression for the function which has a translation by 7 units down of
There are 4 types of transformations vertical stretch, horizontal stretch, horizontal translation and vertical translation.
Find the x-intercept and y-intercept of .
Here we used the concept of intercepts. The points on a graph where the graph crosses the two axes are known as the intercepts (x-axis and y-axis). The x-coordinate is the location where the graph crosses the x-axis, and the y-coordinate is the location where the graph crosses the y-axis. So the intercepts are x-intercept = – 1; y-intercept = 1
Find the x-intercept and y-intercept of .
Here we used the concept of intercepts. The points on a graph where the graph crosses the two axes are known as the intercepts (x-axis and y-axis). The x-coordinate is the location where the graph crosses the x-axis, and the y-coordinate is the location where the graph crosses the y-axis. So the intercepts are x-intercept = – 1; y-intercept = 1