Answer
i) Vertex: $(0,-7)$
ii) Axis of symmetry: $x= 0$
iii) $x= 0$, $y$-intercept: $y=-0.3(0)^2-7=-7$
iv) Concave down.
Work Step by Step
Give $y=-0.3 x^2-7$
i) Vertex: $(0,-7)$
ii) Axis of symmetry: $x= 0$
iii) $x= 0$, $y$-intercept: $y=-0.3(0)^2-7=-7$
iv) Since the coefficient $a$ is negative the curve is concave down.