Parabola is symmetric with respect to the axis of the parabola. I. If the equation has a term y2, then the axis of symmetry is along the X-axis. II. If the equation has a term x2, then the axis of symmetry is along the Y-axis.

Question

Parabola is symmetric with respect to the axis of the parabola. I. If the equation has a term y2, then the axis of symmetry is along the X-axis. II. If the equation has a term x2, then the axis of symmetry is along the Y-axis. (A) Both I and II are true (B) Only I is true (C) Only II is true (D) Both I and II are false

Tardigrade Admin · Accepted Answer

Parabola is symmetric with respect to the axis of the parabola. If the equation has a y2 term, then the axis of symmetry is along the X-axis and if the equation has an x2 term, then the axis of symmetry is along the Y-axis.

Q. Parabola is symmetric with respect to the axis of the parabola.
I. If the equation has a term $y^{2}$ , then the axis of symmetry is along the $X$ -axis.
II. If the equation has a term $x^{2}$ , then the axis of symmetry is along the $Y$ -axis.

Both I and II are true

Only I is true

Only II is true

Both I and II are false

Parabola is symmetric with respect to the axis of the parabola. If the equation has a $y^{2}$ term, then the axis of symmetry is along the $X$ -axis and if the equation has an $x^{2}$ term, then the axis of symmetry is along the $Y$ -axis.

Q. Parabola is symmetric with respect to the axis of the parabola. I. If the equation has a term y2, then the axis of symmetry is along the X-axis. II. If the equation has a term x2, then the axis of symmetry is along the Y-axis.