Zero points of a function are its intersection points with the -axis.
To find them, we set ,
we get an equation that can sometimes be solved using a trinomial or the quadratic formula.
Zero points of a function are its intersection points with the -axis.
To find them, we set ,
we get an equation that can sometimes be solved using a trinomial or the quadratic formula.
Determine the points of intersection of the function
\( y=(x-5)(x+5) \)
With the X
Determine the points of intersection of the function
\( y=(x-2)(x+3) \)
With the X
Determine the points of intersection of the function
\( y=(x-1)(x+10) \)
With the X
Determine the points of intersection of the function
\( y=(x-3)(x+3) \)
With the X
Determine the points of intersection of the function
\( y=x(x+5) \)
With the X
Determine the points of intersection of the function
With the X
To find the point of intersection with the X-axis, we will want to establish that Y=0.
0 = (x-5)(x+5)
When we have an equation of this type, we know that one of these parentheses must be equal to 0, so we will check the possibilities.
x-5 = 0
x = 5
x+5 = 0
x = -5
That is, we have two points of intersection with the x-axis, when we discover their x points, and the y point is already known to us (0, as we placed it):
(5,0)(-5,0)
This is the solution!
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
\( y=(x+7)(x+2) \)
With the X
Determine the points of intersection of the function
\( y=(x+3)(x-3) \)
With the X
Determine the points of intersection of the function
\( y=(x-11)(x+1) \)
With the X
Determine the points of intersection of the function
\( y=(x+8)(x-9) \)
With the X
Determine the points of intersection of the function
\( y=(4x+8)(x+1) \)
With the X
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
\( y=(x-1)(x-1) \)
With the X
Determine the points of intersection of the function
\( y=x(-x-1) \)
With the X
Consider the following function:
\( y=x(x-1) \)
Determine the points of intersection with x.
Determine the points of intersection of the function
\( y=(-x-3)(x-1) \)
With the X
Determine the points of intersection of the function
\( y=(x-2)(x+4) \)
With the X
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
With the X
Consider the following function:
Determine the points of intersection with x.
Determine the points of intersection of the function
With the X
Determine the points of intersection of the function
With the X