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A transformation is a change in the position, size, or shape of geometric figure. 1_______. Other forms of transformations include stretching and shearing. 2_______.They do not alter the lengths of the sides or the area of the figure and so are called isometries. 3_______. Shearing is similar to stretching but the area of the figure remains the same. 4_______.
The main transformations are reflection, enlargement, translation, and rotation
Reflection, translation, and rotation change the position of the figure
Stretching increases the size of the figure along the axis
Enlargement increases the size of the whole figure