All you have to do is enter polar coordinates i.e radius and angle in the input fields and tap on the calculate button of the Polar to Rectangular Calculator to obtain the rectangular coordinates
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Convert the polar equation. R (-2 sin t + 3 cos t) = 2. to rectangular form. Solution to Problem 2. Expand the left side of the given equation. R (-2 sin t + 3 cos t) = 2. -2 R sin t + 3 R cos t = 2. Use
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We will use the conversion technique we just learnt in the above rectangular to polar equation calculator. y = x2 => r (cos θ) = r2 (sin θ) 2 => r = (cosec θ) (cot θ). Therefore, y
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