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The equation of the normal to the curve y = cos (x/2) at the point x = π/3 is equal to:
y = -x/2 + π/6 + √3/2
y = 4x - 4π/3 + √3/2
y = -4x + 4π/3 + √3/2
y = -x/4 + π/12 + √3/2
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