ert-y-2x2-8x-5-into-vertex-form-by-completing-the-square-and-identify-the-vertex

Question

Convert the equation y=2x2+8x+5y = $$2x^2 + 8x + 5 $$into vertex form by completing the square, and identify the vertex.

Accepted Answer

y=2(x+2)2−3y = 2(x + $$2)^2$$ − 3 Vertex: (−2,−3)(−2, −3)

Answer

y=2(x+2)2+3y = 2(x + $$2)^2 + 3 $$Vertex: (−2,−3)(-2,-3)

Answer

y=2(x+2)2−3y=$$2(x+2)^2-3$$Vertex: (−4,5)(−4, 5)

Answer

y=2(x−2)2+3y = 2(x − $$2)^2 + 3 $$Vertex: (2,3)(2, 3)

Convert the equation y=2x2+8x+5y = 2x^2 + 8x + 5 into vertex form by completing the square, and identify the vertex.