Question

Can someone help me with Connections , Geometry B unit 3 Lesson 7: Transformations Unit Review
portfolio assignment? I'm not understanding what to do. please ......

Answer 1

the Frieze patterns portfolio Assignment please

Answer 2

I think I have this one. Let me look.

Answer 3

Please I would highly appreciate it Thank you @ejune420

Answer 4

Lesson 7 isn't showing up in my grade book for some reason, but i have lesson 8 the unit test.

Answer 5

1. Which of these transformations are isometries?
(I) parallelogram EFGH parallelogram XWVU

(II) hexagon CDEFGH hexagon YXWVUT

(III) triangle EFG triangle VWU
(1 point)
(0 pts) I only.
(0 pts) II and III only
(0 pts) I and III only
(1 pt) I, II, and III
1 /1 point
2. What image is the translation of ABC given by the translation rule (x, y) (x – 2, y –2)?
(1 point)
(0 pts)
(0 pts)
(0 pts)
(1 pt)
1 /1 point
3. Use a translation rule to describe the translation that is 6 units to the left and 5 units up. (1 point)
(0 pts) (x, y) (x + 6, y – 5)
(0 pts) (x, y) (x – 6, y –5)
(0 pts) (x, y) (x + 6, y + 5)
(1 pt) (x, y) (x – 6, y + 5)
1 /1 point
4. Write a rule to describe the transformation that is a reflection across the y-axis. (1 point)
(0 pts) (x, y) ® (x, –y)
(1 pt) (x, y) ® (–x, y)
(0 pts) (x, y) ® (–x, –y)
(0 pts) (x, y) ® (y, x)
1 /1 point
5. The vertices of a triangle are P(–4, 1), Q(–2, –8), and R(8, –1). Name the vertices of the image reflected across the x-axis. (1 point)
(1 pt) P'(–4, –1), Q'(–2, 8), R' (8, 1)
(0 pts) P'(4, –1), Q'(2, 8), R'(–8, 1)
(0 pts) P'(4, 1), Q'(2, 8), R'(–8, –1)
(0 pts) P'(–4, 1), Q'(–2, –8), R'(8, –1)
1 /1 point
6. Which graph shows a triangle and its reflection image in the x-axis? (1 point)
(0 pts)
(0 pts)
(0 pts)
(1 pt)
1 /1 point
7. The hexagon GIKMPR and FJN are regular. The dashed line segments form 30° angles.


Find the image of after a rotation of 180° about point O. (1 point)
(0 pts)
(0 pts)
(1 pt)
(0 pts)
1 /1 point
8. The hexagon GIKMPR and FJN are regular. The dashed line segments form 30° angles.


Find the angle of rotation about O that maps to . (1 point)
(1 pt) 240°
(0 pts) 210°
(0 pts) 120°
(0 pts) 270°
0 /1 point Please review Finding an Angle of Rotation on page 561 in your online textbook.
9. How many lines of symmetry does the figure have?










(1 point)
(1 pt) 3
(0 pts) 2
(0 pts) 1
(0 pts) 0
1 /1 point
10. Which letter has rotational symmetry? (1 point)
(0 pts) Q
(1 pt) H
(0 pts) G
(0 pts) A
1 /1 point
11. Which image has reflectional, rotational, and point symmetry? (1 point)
(0 pts)
(0 pts)
(0 pts)
(1 pt)
1 /1 point
12. Tell whether the three-dimensional object has rotational symmetry about a line and/or reflectional symmetry in a plane.









(1 point)
(1 pt) reflectional symmetry
(0 pts) reflectional symmetry and rotational symmetry
(0 pts) rotational symmetry
(0 pts) no symmetry
1 /1 point
13. P P'(–8, –3) for the glide reflection where the translation is (x, y) (x –2, y –5) and the line of reflection is y = –x. Find the coordinates of P. (1 point)
(0 pts) (1, 3)
(0 pts) (–1, –3)
(0 pts) (–5, –13)
(1 pt) (5, 13)
1 /1 point
thats lesson 8

Answer 6

ohhh lesson 7 was dropped, atleast for my class. check and make sure it isn;t for you too

Answer 7

aww thank you though I just don't understand thee portfolio assignment ): Thank you for thee lesson 8 <3

Answer 8

You're welcome! :)

Answer 9

message me if you have specific questions and i can try to help, im in the same class.

Answer 10

Okay im going to message you (: