Transformations

Study the quadratic parent function y = x² shown on the coordinate plane below. Label the indicated values.

1

What ordered pair represents this point?

1

What ordered pair represents this point?

1

What ordered pair represents this point?

1

What ordered pair represents this point?

1

What ordered pair represents this point?

1

Compared to the graph of x², this equation's graph would be:

1

y = (2x)²- 3
Compared to the graph of x², this equation's graph would be:

1

Compared to the graph of x², this equation's graph would be:

1

g(x) = -(x - 7)²
Compared to the graph of x², this equation's graph would be:

Now try this geogebra activity:

https://www.geogebra.org/m/HJvZSUna

If you would like more practice feel free to check out this desmos activity: https://student.desmos.com/activitybuilder/student-greeting/5fb3351285f3cb6ef7728d61

Transformations

What ordered pair represents this point?

What ordered pair represents this point?

What ordered pair represents this point?

What ordered pair represents this point?

What ordered pair represents this point?

Compared to the graph of x2, this equation's graph would be:

y = (2x)2 - 3Compared to the graph of x2, this equation's graph would be:

y = (2x)2 - 3

Compared to the graph of x2, this equation's graph would be:

g(x) = -(x - 7)2Compared to the graph of x2, this equation's graph would be:

g(x) = -(x - 7)2

What ordered pair represents this point?

What ordered pair represents this point?

What ordered pair represents this point?

What ordered pair represents this point?

What ordered pair represents this point?

Compared to the graph of x2, this equation's graph would be:

y = (2x)2 - 3Compared to the graph of x2, this equation's graph would be:

y = (2x)2 - 3

Compared to the graph of x2, this equation's graph would be:

g(x) = -(x - 7)2Compared to the graph of x2, this equation's graph would be:

g(x) = -(x - 7)2

Compared to the graph of x², this equation's graph would be:

y = (2x)²- 3
Compared to the graph of x², this equation's graph would be:

y = (2x)²- 3

Compared to the graph of x², this equation's graph would be:

g(x) = -(x - 7)²
Compared to the graph of x², this equation's graph would be:

g(x) = -(x - 7)²

Compared to the graph of x², this equation's graph would be:

y = (2x)²- 3
Compared to the graph of x², this equation's graph would be:

y = (2x)²- 3

Compared to the graph of x², this equation's graph would be:

g(x) = -(x - 7)²
Compared to the graph of x², this equation's graph would be:

g(x) = -(x - 7)²