To work out the points of intersection with the X axis, you must substitute .
To work out the points of intersection with the X axis, you must substitute \( x=0 \).
To find the y axis intercept, you substitute \( x=0 \) into the equation and solve for y.
\( a \) is the coefficient \( x^2 \)
Yes \( a>0 \) The function is maximum
To know whether the domain of a function is ascending or descending, you need to know the vertex point.
The vertex of the function \( y=x^2 \) is the same vertex of the function \( y=2x^2 \).
To work out the points of intersection with the X axis, you must substitute .
False
To find the y axis intercept, you substitute into the equation and solve for y.
True
is the coefficient
Yes a>0 The function is maximum
Not true
To know whether the domain of a function is ascending or descending, you need to know the vertex point.
True.
The vertex of the function is the same vertex of the function .
True.
\( y=(x+2)^2+2 \)
is a displacement of the function \( y=(x+2)^2 \).
\( y=(x-4)^2 \) is the displacement function \( y=x^2 \) right 4 steps
\( y=(x+4)^2 \) is the function \( y=x^2 \) moved left 4 spaces.
is a displacement of the function .
False
is the displacement function right 4 steps
True
is the function moved left 4 spaces.
Yes