Linear Transformations Maze Directions: Begin at the Start box Find the transformation that happens on the linear
graphs given. Use your solutions to novigate through the maze. SHOW ALL WORK!
F(x) = 3x-2
F(x) = x+2
Fix) = 5x +1
START!
G(x) = 2f[x]
G(x) = f(x) + 4
G(x) = $(2)
Up 4
less Steep
F(x) = 5x-2
F[x) = 3x-2
F(x) = -x +5
G(x) = 5f(x)
G(x) = f(x) +7
Gfx) =f(-7x)
less Steep & up
SEP
Up 7
F(x) = 2x-2
F(x) =
F(x) = x-2
Steeper op
Steeger down
G(x) = 3f(x)
G[x) = f(x)+6
G(x) = f(x)
Up 6
Steepes
& down
Uo2
Reflected & Dann
F(x) = x+3
F(x) = x-2
F[x) = x -4
Reflected
G[x) = -f(x)
G[x) = f (2x)+1
G[x) = f (2x)+ 4
Less Steep & down
Down
Seeger
Steep
Steeper
F(x) = -2x +4
F(x) == *-x+3
End
Less steen
G(x) = 2f(x)-4
down
G(x) =f(x) - 4