Instructions: Given the vertex of a quadratic function, find the axis of symmetry.Vertex: (3,4)

Instructions: Given the quadratic function, find the x𝑥-value of the vertex (axis of symmetry).y=x2+4x−10

Instructions: For the following quadratic functions, write the function in factored form and then find the x𝑥-intercepts, axis of symmetry, vertex, and domain and range.y=x2−2x−15𝑦=𝑥2−2𝑥−15Factored Form: y=(x𝑦=(𝑥 Answer 1 Question 18 Answer 2 Question 18 )(x)(𝑥 Answer 3 Question 18 Answer 4 Question 18 )) (Type least to greatest.)x𝑥-Intercepts: (( Answer 5 Question 18 ,, Answer 6 Question 18 )) and (( Answer 7 Question 18 ,, Answer 8 Question 18 )) (Type least to greatest.)Axis of Symmetry: x=𝑥= Answer 9 Question 18Vertex: (( Answer 10 Question 18 ,, Answer 11 Question 18 ))Domain: Answer 12 Question 18Range: y𝑦 Answer 13 Question 18 Answer 14 Question 18

Identify the information for the quadratic function below.Must show work/steps on your work page𝑦=𝑥2 −4⁢𝑥+13Find the axis of symmetry:  x = Find the vertex: (, )Find the y-intercept

Instructions: Given the vertex, fill in the vertex form of the quadratic function. Vertex: (−6,−5)(−6,−5)Vertex Form: y=(x𝑦=(𝑥 Answer 1 Question 13

Find the axis of symmetry