i want to plot θ against β
Sin(θ-β)-2sin(2(θ-β))-sin(2θ)=0
0°<θ<90°
0°<β<90°
+33616 Here's a 3d plot of the function (in blue) on the left-hand side of the equation, showing where it intersects with the zero plane (in grey). There is also a 2D plot showing the lines of theta vs beta on the zero plane. The axes are in radians (0 to pi/2 for both theta and beta).
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+26367 Sin(θ-β)-2sin(2(θ-β))-sin(2θ)=0
0°<θ<90°
0°<β<90°
wolframalpha:
plot sin(y-x)-2sin(2(y-x))-sin(2y) = 0 ( 0<x<pi/2 ) (0<y<pi/2)
+33616 Here's a 3d plot of the function (in blue) on the left-hand side of the equation, showing where it intersects with the zero plane (in grey). There is also a 2D plot showing the lines of theta vs beta on the zero plane. The axes are in radians (0 to pi/2 for both theta and beta).
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