Unit 7 Graded Assignment (Geometry)

Last updated almost 2 years ago
30 questions
Please complete all of the following to receive any credit. This must be COMPLETE by Friday 2/17.
1

if a reflection is over the line y=-x, then the rule for this reflection is:

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Under the translation <3,2> the point (2, 5) becomes

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Which of the following rules is the composition of a translation of 3 units right followed by a dilation around the origin by a scale factor of 2? Reminder that Compositions are written (Second Transformation)o(First Transformation)
A)
B)
C)
D)

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Which of the following descriptions of the graph below is true?

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Which of the following produce figures that are congruent? Select all that apply

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which type of transformation creates similar figures?

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The inage of (-2, 6) after a dilation with respect to the origin is (-10, 30). what is the scale factor?

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what are the coordinates of T', if the coordinates of T are (-2, 5) reflected over the line y=x+4

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Point P'(-6, -4) is the image of P(-2, 3) under some translation. what is the image of the point (5, -1) under the same translation?

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If A is reflected over y=-1, the imagine A' is at (4, 10). Where is A to begin?

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If L is rotated 90 counter clockwise to get L' and L' is at (-3, -4), where did L start?

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The line below is graphed and then reflected over y=-x, what is the equation of the resulting line, in ANY form. LEAVE IMPROPER FRACTIONS. no decimals or mixed numbers.

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Perform the following reflection. In your answer, write the coordinates in the order Q, R, S, T DONT FORGET THE PRIME NOTATION!

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Perform the following reflection. In your answer, write the coordinates in the order X, Y, Z DONT FORGET THE PRIME NOTATION!

1

Perform the following rotation. In your answer, write the coordinates in the order C, D, E DONT FORGET THE PRIME NOTATION!

1

Perform the following rotation . In your answer, write the coordinates in the order T, U, V, W DONT FORGET THE PRIME NOTATION!

1

Perform the following rotation . In your answer, write the coordinates in the order D, E, F, G DONT FORGET THE PRIME NOTATION!

1

Perform the following rotation. In your answer, write the coordinates in the order K, L, M, N DONT FORGET THE PRIME NOTATION!

1

Perform the following dilation. In your answer, write the coordinates in the order A, B, C DONT FORGET THE PRIME NOTATION!

1

Perform the following dilation. In your answer, write the coordinates in the order J, K, L, M DONT FORGET THE PRIME NOTATION!

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Rectangle DEFG with vertices D(1, 0) E(7, 2) F(8,-1) G(2, -3) has the following composition applied. Find the final coordinates after BOTH transformations! --Reminder do translation FIRST, Reflection SECOND

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Triangle MNP with vertices M(-2, 0), N(0, -1) P(-3, -2) has the following composition applied. Find the final coordinates after BOTH transformations! Reminder--do the rotation FIRST, Dilation SECOND

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Trapezoid WXYZ with vertices W(0, 8), X(2, 9), Y(3, 6), Z(-1, 4) has the following composition applied. Find the final coordinates after BOTH transformations! Reminder--Do the Translation FIRST, rotation SECOND. Also--think about what a negative rotation means

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*dont worry about notation here! just write the vector! Reminder--it says the result should be a TRANSLATION. so be sure that is what you are looking for.

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Just write the vector! Reminder--it says the result should be a TRANSLATION. so be sure that is what you are looking for.

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Do out the following problem on the background! be sure to label the FINAL answer

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if you peformed the following composition to the point given, which quadarant does the image of the point end up in?

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A point is dilated by 3 about the origin. Which of the following would UNDO that dilation, bringing the point back to where it started?

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Given Triangle ABC with A(-1, 0) B(5, 3) and C(2, -4), Find the vertices of A'B'C' given the transformation rule. Then determine the type of transformation that occurred:
(x, y) -> (-x, -y)

Be sure to use Prime Notation!

1

Given Triangle ABC with A(-1, 0) B(5, 3) and C(2, -4), Find the vertices of A'B'C' given the transformation rule. Then determine the type of transformation that occurred:
(x, y) -> (y, x)