Kuta Geo Translations - Loudoun County Public Schools

[Pages:4]Geometry

Name___________________________________

Translations

Date________________ Block____

?p L2m0s1u4V tKRuptIaL DS1oCfOtwwnaJrZea zLuLRCG.m I pAWlOl2 Vr2iMgkh3t0sr Cr4eXs5eir5v0e4dE.r

Find the coordinates of the vertices of each figure after the given transformation and then graph the image.

1) translation: 8 units left and 7 units up

y

2) translation: 4 units left and 1 unit down y

X

E

V

x

x

KX Z

R

3) translation: (x, y) (x + 6, y)

G

y

J

U

x

4) translation: (x, y) (x + 3, y - 5)

y

F

Y

V

x

5) translation: (0, 4)

y

C Y

W

x

L

6) translation: (1, -1)

Qy

R

D

V

x

?2 y2n0x1M4a zKyuKtoap fSeo0fytswKanrKef iLsLwCv.d i aAXlalK drripgSh6t7sF krCeQs7ejrMvSeRdW.A 7 GMJazdCeg 5wFi0tAhL SIFnxfdiFn7iGtMe2 9GYemoEm6eKtyrjyy.6

-1-

Worksheet by Kuta Software LLC

Write a rule to describe each transformation.

7)

8)

X X'

y

C C'

L L'

J J'

x

y

W W'

F

F'

A A'

x

S S'

9)

D

y

T D' W

F T'

x

W'

F'

10) y J

H J'

R

x

H' R'

11) B(-2, -4), W(-3, -2), K(0, -4)

to

B'(-1, -2), W'(-2, 0), K'(1, -2)

12) I(-2, -3), W(-3, 0), X(1, -2)

to

I'(-1, -5), W'(-2, -2), X'(2, -4)

Find the coordinates of the vertices of each figure after the given transformation.

13) translation: (x, y) (x + 1, y + 5) N(-4, -2), V(-1, -1), Q(-4, -5)

14) translation: (x, y) (x + 1, y) D(-2, -2), N(-3, 0), K(0, 1), R(2, -3)

15) translation: (x, y) (x - 2, y - 4) X(-1, 1), K(3, 3), T(3, -1)

16) translation: (x, y) (x + 5, y + 1) Z(-3, -4), K(-2, -1), I(0, -1)

?I o2v0p1X4Z dK3uttzaZ hSlokfntOwpaxrJeZ CLSLSCP.q A HAHlhlm 7rFipgehhtCsu SrVefsXeBrTv6eUdm.d a rM3a7dReo CwUiPtJhA tIDnkfpi7ngiltxe4 eG3e1ogmyertMr1y8.r

-2-

Worksheet by Kuta Software LLC

Geometry

Name___________________________________

Translations

Date________________ Block____

?x L2I0k1Y49 yKAu2t1aZ 4SKoRfBtwwEaKrxeq KLKLSCj.5 z 6AnlQlO DrZipgghCtesW greePstedrTvPetdz.J

Find the coordinates of the vertices of each figure after the given transformation and then graph the image.

1) translation: 8 units left and 7 units up

y

2) translation: 4 units left and 1 unit down y

X

E

V

x

x

KX

R

R'(-5, 2), K'(-5, 4), X'(-4, 4)

3) translation: (x, y) (x + 6, y)

G

y

J

U

x

Z

Z'(-2, -5), E'(-4, 0), X'(-1, 2), V'(0, -1)

4) translation: (x, y) (x + 3, y - 5)

y

F

Y

V

x

U'(1, 2), G'(2, 5), J'(3, 4)

5) translation: (0, 4)

y

C Y

W

x

L

Y'(-1, 2), C'(-2, 4), W'(3, 3), L'(3, 1)

Y'(-2, -3), F'(0, -1), V'(3, -5)

6) translation: (1, -1)

Qy

R

D

V

x

V'(1, -1), R'(-2, 3), Q'(0, 4), D'(4, 3)

?9 U250Z1T4P bKfu0tlaI WSyoOfptjweaLr9eX QLzLfCe.i p cAKlclK zr2iYgehNtZsW rrXeWsPehrPvaeed6.R k QMyandbeR Hw5istwhT CIinJfxiXnEi8tWea VGhecowmBe0thrEy9.8

-1-

Worksheet by Kuta Software LLC

Write a rule to describe each transformation.

7)

X X'

y

C C'

8) y

L L'

J J'

x

W W'

F

F'

A A'

x

S S'

translation: (x, y) (x + 1, y)

9)

D

y

T D' W

F T'

x

W'

F'

translation: (x, y) (x - 1, y - 1)

10) y J

H J'

R

x

H' R'

translation: (x, y) (x + 3, y - 3)

translation: (x, y) (x, y - 4)

11) B(-2, -4), W(-3, -2), K(0, -4)

to

B'(-1, -2), W'(-2, 0), K'(1, -2)

translation: (x, y) (x + 1, y + 2)

12) I(-2, -3), W(-3, 0), X(1, -2)

to

I'(-1, -5), W'(-2, -2), X'(2, -4)

translation: (x, y) (x + 1, y - 2)

Find the coordinates of the vertices of each figure after the given transformation.

13) translation: (x, y) (x + 1, y + 5) N(-4, -2), V(-1, -1), Q(-4, -5)

14) translation: (x, y) (x + 1, y) D(-2, -2), N(-3, 0), K(0, 1), R(2, -3)

N'(-3, 3), V'(0, 4), Q'(-3, 0)

D'(-1, -2), N'(-2, 0), K'(1, 1), R'(3, -3)

15) translation: (x, y) (x - 2, y - 4) X(-1, 1), K(3, 3), T(3, -1)

X'(-3, -3), K'(1, -1), T'(1, -5)

16) translation: (x, y) (x + 5, y + 1) Z(-3, -4), K(-2, -1), I(0, -1)

Z'(2, -3), K'(3, 0), I'(5, 0)

?X t2N0P1b4P 9KwudteaM ISlorf1tvwSaIrSe5 DLRLgCR.z r MAAlclZ CrjiHgbhOtpse KrHezsSeyrEv1eidW.d d zMeawdteE xwciKtFhc FINnyfaiWn6iHtBeq BGreBoPmme0t6rByT.a

-2-

Worksheet by Kuta Software LLC

................
................

In order to avoid copyright disputes, this page is only a partial summary.

Google Online Preview   Download