Question

What is the rule for the transformation above?

A.

f(x , y) = (-x , y)

B.

f(x , y) = (-x , -y)

C.

f(x , y) = (y , x)

D.

f(x , y) = (x , -y)

Answer 1

The rule for the transformation for the provided figure shown in the graph is f(x , y) = (y , x), as it is

What is the transformation of figure?

Transformation of a figure is to change the size, shape or the position of a figure to create a new figure for required use.

The reflection of a plane or shape is flipping the original figure with respect to a reference line. The rule of reflection about x and y-axis is given below,

• Reflection about x-axis     $(x,y)-- > (x,-y)$
• Reflection about y-axis      $(x,y)-- > (-x,y)$

The given figure in the graph is reflected about y-axis. Thus, the rule for the transformation is,

$f(x , y) = (-x , y)$

Hence, the rule for the transformation for the provided figure shown in the graph is f(x , y) = (y , x), as it is

Learn more about the transformation of the figure here;

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