A parabola that opens vertically has the form:
If a is positive the parabola opens upwards, if a is negative the parabola opens downwards. If a is greater than 1, this parabola is narrower than the parent function x², if a is less than one this parabola is wider than the parent function.
From our problem, rewritting our function in vertex form, we have:
Since the coefficient of the binomial is positive and greater than 1, this parabola opens up and it is narrower than the graph y = x².