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• You need to use Euler's formula. This states r * e^(iθ) = r * ( cos(θ) + i * sin(θ) ) As for computing i^(3/2), the principal branch is given by e^(ln(i) * 3/2) = e^( (0 + i * pi/2) * 3/2 ) = e^(i * 3pi/4) = cos(3pi/4) + i * sin(3pi/4…

  in How do you convert a polar form into a cartesian form? Comment by zpconn May 2021
• You need to use Euler's formula. This states r * e^(iθ) = r * ( cos(θ) + i * sin(θ) ) As for computing i^(3/2), the principal branch is given by e^(ln(i) * 3/2) = e^( (0 + i * pi/2) * 3/2 ) = e^(i * 3pi/4) = cos(3pi/4) + i * sin(3pi/4…

  in How do you convert a polar form into a cartesian form? Comment by zpconn May 2021
• You need to use Euler's formula. This states r * e^(iθ) = r * ( cos(θ) + i * sin(θ) ) As for computing i^(3/2), the principal branch is given by e^(ln(i) * 3/2) = e^( (0 + i * pi/2) * 3/2 ) = e^(i * 3pi/4) = cos(3pi/4) + i * sin(3pi/4…

  in How do you convert a polar form into a cartesian form? Comment by zpconn May 2021