he graph of $$ y=-3 x^{2} $$ shifted 2 units above the origin.

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To shift the graph of the function $$ y = -3x^2 $$ 2 units above the origin, you need to add 2 to the entire function.

The original function is:

$$
y = -3x^2
$$

To shift it 2 units up, you modify the equation as follows:

$$
y = -3x^2 + 2
$$

So, the new equation representing the graph of $$ y = -3x^2 $$ shifted 2 units above the origin is:

$$
y = -3x^2 + 2
$$

This new equation describes a parabola that opens downward (since the coefficient of $$ x^2 $$ is negative) and has its vertex at the point $$ (0, 2) $$.
The new equation is $$ y = -3x^2 + 2 $$.

he graph of shifted 2 units above the origin.

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