Basic Graphing Quadratics in Vertex& Finding solution x-int DAY2

Graph:

y=(x+3)² - 4

(Use it to find the solutions = x intercepts) of

(x+3)² - 4= 0

Next question.

Use the graph of

y=(x+3)² - 4

in the last question to find the solution for

(x+3)² - 4 = 0

• x=-5 or -1

• x=-5 or 1

• x = 3 or -4

• x=-3 or -4

• No solution

Graph:

y=(x-2)² - 1

(Use it to find the solutions = x intercepts) of

(x-2)² - 1 = 0

Next question.

Use the graph of

y=(x-2)² - 1

in the last question to find the solution for

(x-2)² - 1 = 0

• x=1 or 3

• x=-2 or 1

• x = 1 or 2

• x=-1 or -3

• No solution

Graph:

y=(x+3)² + 1

(Use it to find the solutions = x intercepts) of

(x+3)² + 1= 0

Next question.

Use the graph of

y=(x+3)² + 1

in the last question to find the solution for

(x+3)² + 1 = 0

• x=-1 or 3

• x=-3 or 1

• x = -4 or -2

• x=-1 or 4

• No solution

Graph:

y=(x+4)²

(Use it to find the solutions = x intercepts) of

(x+4)²= 0

Next question.

Use the graph of

y=(x+4)²

in the last question to find the solution for

(x+4)² = 0

• x=-4 or 4

• x = -4

• x= 4

• No solution

Graph:

y=(x-3)² - 9

(Use it to find the solutions = x intercepts) of

(x-3)² - 9=0

Next question.

Use the graph of

y=(x-3)² - 9

in the last question to find the solution for

(x-3)² - 9= 0

• x=-6 or 0

• x=-3 or 9

• x = -1 or -6

• x=0 or 6

• No solution