PLS HURRY I NEED A 80 OR UP TO PASS MY GRADE ON THIS TEST HELP PLSSSS ASAPPPPPP

(question 1)
Use the graph to answer the question.

graph of polygon ABCD with vertices at 0 comma 0, 5 comma 2, 5 comma negative 5, 0 comma negative 3

Determine the coordinates of polygon A′B′C′D′ if polygon ABCD is rotated 270° counterclockwise.

A: A′(0, 0), B′(−2, 5), C′(5, 5), D′(3, 0)
B: A′(0, 0), B′(2, −5), C′(−5, −5), D′(−3, 0)
C: A′(0, 0), B′(−5, −2), C′(5, −5), D′(3, 0)
D: A′(0, 0), B′(−5, −2), C′(−5, 5), D′(0, 3)

(Question 2)
Use the graph to answer the question.

graph of triangle ABC with vertices at negative 2 comma negative 7, 3 comma negative 2, 2 comma negative 10 and a second triangle A prime, B prime C prime with vertices at negative 7 comma 2, negative 2 comma negative 3, negative 10 comma negative 2

Determine the direction and degree of rotation used to create the image.

A: 90° counterclockwise rotation
B: 270° clockwise rotation
C: 90° clockwise rotation
D: 180° clockwise rotation

(Question 3)
Polygon KLMN is drawn with vertices at K(1, 5), L(1, 0), M(−1, −1), N(−4, 2). Determine the image vertices of N′ if the preimage is rotated 90° counterclockwise.

A: N′(−4, 2)
B: N′(4, −2)
C: N′(−2, −4)
D: N′(2, 4)

(Question 4)
Use the graph to answer the question.

graph of triangle ABC with vertices at negative 2 comma negative 2, 3 comma 3, 2 comma negative 5

Determine the coordinates of triangle A′B′C′ if triangle ABC is rotated 270° clockwise.

A: A′(−2, 2), B′(3, −3), C′(−5, −2)
B: A′(2, −2), B′(−3, 3), C′(5, 2)
C: A′(2, 2), B′(−3, −3), C′(5, −2)
D: A′(2, −2), B′(−3, 3), C′(2, 5)

(Question 5)
Triangle LMN is drawn with vertices at L(−3, −2), M(1, −4), N(−3, −4). Determine the image vertices of L′M′N′ if the preimage is rotated 90° clockwise.

A: L′(−3, −2), M′(1, −4), N′(−3, −4)
B: L′(−2, 3), M′(−4, −1), N′(−4, 3)
C: L′(3, 2), M′(−1, 4), N′(3, 4)
D: L′(2, 3), M′(4, −1), N′(4, 3)

(Question 6)

Triangle QRS is drawn with vertices at Q(−2, −2), R(−6, −6), S(−5, −1). After a rotation, image Q′R′S′ has vertices Q′(2, −2), R′(6, −6), S′(1, −5).

Part A: Determine the two different rotations that would create the image. (1 point)

Part B: Explain how you know your answer to Part A is correct. (3 points)