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The graph of $y=5(x-2)^2+3$ fits which description best?

A

Similar in shape to $y=x^2$, except vertically stretched and the vertex is $(-2,3)$.

B

Similar in shape to $y=x^2$, except vertically stretched and the vertex is $(2,3)$.

C

Similar in shape to $y=x^2$, except vertically stretched and the vertex is $(-2,-3)$.

D

Similar in shape to $y=x^2$, except vertically stretched and the vertex is $(2,-3)$.

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