We have a parabola
[tex]y=3x^2-14x[/tex]and a line y=2
If we graph the two functions we obtain
we can obtain the ordered pairs where the equations intercept each other when y=2 in the parabola equation and finding the values of x
[tex]2=3x^2-14x[/tex]Solving the equation we find two values for x so we have
[tex]\begin{gathered} x_1=-0.14 \\ x_2=4.8 \end{gathered}[/tex]the ordered pairs are
(-0.14,2) and (4.8,2)
as we can see the points given in the question are wrong because at the points given the value of y will be different to 2, for example in (0,0 ) the line and the parabola do not intersect each other.
