Name the coordinates of each vertex of the triangle below. Create an enlargement by multiplying each coordinate of the original figure by a scale factor of 3. Graph the enlargement and name the new coordinates. Create a reduction by multiplying each coordinate of the original figure by a scale factor of 1 Graph the reduction and name the new coordinates. 3 12 Coordinates Scale 10 Original Figure Scale Factor: 3 Factor: 9 12 15 18 B: B:L B C:LJ. -8 -10 12 : (6,-3) : (2,-1) : (-3,3) : (18,-9) : (-1,1) (-9,9) : (-1,-1) : (-3,-3) : (-9,-9)

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Name the coordinates of each vertex of the triangle below.
Create an enlargement by multiplying each coordinate of the original figure by a scale
factor of 3. Graph the enlargement and name the new coordinates.
• Create a reduction by multiplying each coordinate of the original figure by a scale factor of
1
Graph the reduction and name the new coordinates.
Coordinates
12
Scale
10
Original
Figure
Scale
Factor: 3
1
Factor:
12-9
9 12 15 18
BL_
CLJ
JC:L
10
12
: (6,-3)
: (2,-1)
: (-3,3)
: (18,-9)
: (-1,1)
: (-9,9)
: (-1,-1)
: (-3,-3)
: (-9,-9)
Transcribed Image Text:Name the coordinates of each vertex of the triangle below. Create an enlargement by multiplying each coordinate of the original figure by a scale factor of 3. Graph the enlargement and name the new coordinates. • Create a reduction by multiplying each coordinate of the original figure by a scale factor of 1 Graph the reduction and name the new coordinates. Coordinates 12 Scale 10 Original Figure Scale Factor: 3 1 Factor: 12-9 9 12 15 18 BL_ CLJ JC:L 10 12 : (6,-3) : (2,-1) : (-3,3) : (18,-9) : (-1,1) : (-9,9) : (-1,-1) : (-3,-3) : (-9,-9)
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