<em>Transformation</em> is a <u>process</u> in which the <em>dimensions</em> or <em>orientation</em> of a given plane shape is changed. The required answers are:
Graph 1: <u>Reflection</u>
Graph 2: <em>Translation</em>
Graph 3: Rotation
Graph 4: <em>Rotation</em>
Graph 5: <u>Translation</u>
Graph 6: Reflection
<u>Transformation</u> is the process in which the <em>dimensions</em> or <u>orientation</u> is a given shape is changed. The major types are <em>reflection</em>,<em> dilation</em>, <u>translation</u>, and rotation.
- <u>Reflection</u> is a transformation method in which a given shape is <em>flipped</em> over a given <u>reference</u> point or line.
- <u>Dilation</u> is a transformation method that involves either <em>increasing </em>or<em> decreasing</em> the length of <u>sides</u> of a given shape.
- <u>Translation</u> is a transformation method that requires the <em>movement </em>of all points of a shape with respect to a given reference point or line.
- <u>Rotation</u> is a transformation method that involves the <em>rotation</em> of a given shape at a certain degree <u>clockwise</u> or <u>counterclockwise</u>.
Thus the <u>transformation</u> process that was applied to the original figure for each graph is:
Graph 1: <u>Reflection</u> along the y-axis
Graph 2: <em>Translation</em> at 4 units in the -x direction
Graph 3: clockwise Rotation
Graph 4: clockwise Rotation
Graph 5: <em>Translation </em>
Graph 6: <u>Reflection</u> along the x-axis
For more information on the transformation of plane shapes, visit: brainly.com/question/5505012
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