Transformations of sin(x)
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72 Terms
y=2sin(2x)
y=-2sin(2x)
y=2sin(3x)
y=-2sin(3x)
y=2sin(4x)
y=-2sin(4x)
y=2sin(x)
y=-2sin(x)
y=2sin(x+π/2)
y=2sin(x+π/3)
y=2sin(x-π/2)
y=2sin(x-π/3)
y=3sin(2x)
y=-3sin(2x)
y=3sin(3x)
y=-3sin(3x)
y=3sin(4x)
y=-3sin(4x)
y=3sin(x)
y=-3sin(x)
y=3sin(x+π/2)
y=3sin(x+π/3)
y=3sin(x-π/2)
y=3sin(x-π/3)
y=4sin(2x)
y=-4sin(2x)
y=4sin(3x)
y=-4sin(3x)
y=4sin(4x)
y=-4sin(4x)
y=4sin(x)
y=-4sin(x)
y=4sin(x+π/2)
y=4sin(x+π/3)
y=4sin(x-π/2)
y=4sin(x-π/3)
y=sin(2x)
y=-sin(2x)
y=sin(2x)+1
y=sin(2x)+2
y=sin(2x)+3
y=sin(2x)-1
y=sin(2x)-2
y=sin(2x)-3
y=sin(3x)
y=-sin(3x)
y=sin(3x)+1
y=sin(3x)+2
y=sin(3x)+3
y=sin(3x)-1
y=sin(3x)-2
y=sin(3x)-3
y=sin(4x)
y=-sin(4x)
y=sin(4x)+1
y=sin(4x)+2
y=sin(4x)+3
y=sin(4x)-1
y=sin(4x)-2
y=sin(4x)-3
y=sin(x)
y=-sin(x)
y=sin(x)+1
y=sin(x)+2
y=sin(x)+3
y=sin(x)-1
y=sin(x)-2
y=sin(x)-3
y=sin(x+π/2)
y=sin(x+π/3)
y=sin(x-π/2)
y=sin(x-π/3)
