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PLEASEEEE ITS TGE LAST QUESTION

PLEASEEEE ITS TGE LAST QUESTION-example-1

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The series of transformations from the given points to the corresponding transformed points are:

A(1, -1) to A'(7, 1): Horizontal shift 6, Vertical shift 2

B(3, -1) to B'(7, 3): Horizontal shift 4, Vertical shift 0

C(3, -4) to C'(4, 3): Horizontal shift 1, Vertical shift -1

D(2, -3) to D'(5, 2): Horizontal shift 3, Vertical shift 1

E(1, -4) to E'(4, 1): Horizontal shift 3, Vertical shift -3

How too determine the series of transformations?

There are different types of transformations such as:

Translation

Rotation

Dilation

Reflection

Now, the coordinates of the polygon before transformation are:

A(1, -1)

B(3, -1)

C(3, -4)

D(2, -3)

E(1, -4)

The final coordinates after transformation are:

A'(-7, 1)

B'(-7, 3)

C'(-4, 3)

D'(-5, 2)

E'(-4, 1)

To find the series of transformations from point A(1, -1) to point A'(7, 1) and from point B(3, -1) to point B'(7, 3), we can analyze the given points and their transformations:

Point A(1, -1) is transformed to point A'(7, 1) using the following transformations:

Horizontal shift: 7 - 1 = 6

Vertical shift: 1 + 1 = 2

Point B(3, -1) is transformed to point B'(7, 3) using the following transformations:

Horizontal shift: 7 - 3 = 4

Vertical shift: -1 + 1 = 0

Point C(3, -4) is transformed to point C'(4, 3) using the following transformations:

Horizontal shift: 4 - 3 = 1

Vertical shift: -4 + 3 = -1

Point D(2, -3) is transformed to point D'(5, 2) using the following transformations:

Horizontal shift: 5 - 2 = 3

Vertical shift: -3 + 2 = 1

Point E(1, -4) is transformed to point E'(4, 1) using the following transformations:

Horizontal shift: 4 - 1 = 3

Vertical shift: -4 + 1 = -3

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