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30 January, 03:04

Find a polar equation for the curve represented by the given cartesian equation:a) 2x-2y=3

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  1. 30 January, 03:12
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    The usual substitutions can be used:

    x = r·cos (θ)

    y = r·sin (θ)

    These give

    2r·cos (θ) - 2r·sin (θ) = 3

    Solving for r, we get the desired equation:

    r = 3 / (2· (cos (θ) - sin (θ)))
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