SOLVED:A distance formula for the distance between two points in a polar coordinate system follows directly from the law of cosines: d^2=r1^2 r2^2-2 r1 r2cos(θ2-θ1) d=√(r1^2 r2^2-2 r1 r2cos(θ2-θ1)) Find the distance (to three decimal places) between the two points P1=(4, π/ 4) and P2=(1, π/ 2)
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