3. Determine the translation rule from the pre-image and image. a) A (3,5) A' (-1,3) T (x,y) ------------- > ( b) A (-4,11) A' (3,0) T (x,y) > L c) A (0,-8) A' (-1,-3) T (x,y) >(. d) A (8,3) A' (11,3) T (x,y)- ----- >

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 10E
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3. Determine the translation rule from the pre-image and image.
a) A (3,5)
A' (-1,3)
T (x,y) -
b) A (-4,11)
A’ (3,0)
T (x,y)
>(.
c) A (0,-8)
A' (-1,-3)
T (x,y)
> (
d) A (8,3)
A' (11,3)
T (x,y)
4. Convert between vector component form and coordinate form.
a) T.-5,2»(4) =
T (x,y)
------- >
b) To-12 (4) =
T (x,y)
-------> (
c) T-15,-75(4) =
T (x,y) -
------ >
Transcribed Image Text:3. Determine the translation rule from the pre-image and image. a) A (3,5) A' (-1,3) T (x,y) - b) A (-4,11) A’ (3,0) T (x,y) >(. c) A (0,-8) A' (-1,-3) T (x,y) > ( d) A (8,3) A' (11,3) T (x,y) 4. Convert between vector component form and coordinate form. a) T.-5,2»(4) = T (x,y) ------- > b) To-12 (4) = T (x,y) -------> ( c) T-15,-75(4) = T (x,y) - ------ >
5. Given a translation rule, determine the missing point.
a) T (x,y)
(x+3, у - 5)
A (-4,7)
A' (_
-- ->
b) T (x,y) -
-> (х-7, у- 1)
A (9,1)
A' (_
c) T (x,y)
- > (x + 1, y + 6)
A L,
A' (4,-1)
d) T (x,y) -
- > (x, y + 4)
A (8,-4)
A' (_
------- >
e) T (x,y) -
- > (x + 3, y + 1)
A (
A' (-4,1)
f) T (x,y) ------ > (x - 8, y - 5)
A (
A’ (-3,-3)
6. Write the coordinate rule that matches the description.
a) 4 down and 3 right
T (x,y)
------- >
b) left 7 and down 2
T(x,y)
c) right 1
T (x,y)
-- ->
Transcribed Image Text:5. Given a translation rule, determine the missing point. a) T (x,y) (x+3, у - 5) A (-4,7) A' (_ -- -> b) T (x,y) - -> (х-7, у- 1) A (9,1) A' (_ c) T (x,y) - > (x + 1, y + 6) A L, A' (4,-1) d) T (x,y) - - > (x, y + 4) A (8,-4) A' (_ ------- > e) T (x,y) - - > (x + 3, y + 1) A ( A' (-4,1) f) T (x,y) ------ > (x - 8, y - 5) A ( A’ (-3,-3) 6. Write the coordinate rule that matches the description. a) 4 down and 3 right T (x,y) ------- > b) left 7 and down 2 T(x,y) c) right 1 T (x,y) -- ->
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