The equation g(v) = 10 + 0.3v-0.01v2 is the equation of a negative parabola.
The line of symetry of a parabola is the variable being equal to - b/2a using letters for the constants in order: ax2 + bx + c. Using this formula the maximum is at v = -0.3 / 2( 10) = -0.3/20 =15.
Solving for velocity equal to 10 g(10) =12
Since a parabola is symmetric around its vertex and the vertex is at 15 the other velocity must be at 20 or 15 + or - 5.
The range is between the two velocities or 10 to 20 written as an interval:[10, 20]. As [ means does include and ( means does not include.