Position Analysis: Review

Both real and imaginary parts should be zero: Real part = 0 → 4x - y+5=0. Imaginary part = 0 → 4y+x-2=0. Solving the two equations for x and y we obtain the real and imaginary parts of complex number z: x = -1.059 and y = 0.765. Therefore: z = -1.059 + j0.765. Example: crank-rocker four bar linkage. ................
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