Find the following for the complex numbers 6 cis $225^{\circ}$ and $3 \sqrt{2}-3 i \sqrt{2}$ :
(a) the rectangular form of 6 cis $225^{\circ}$.
(b) the trigonometric form of $3 \sqrt{2}-3 i \sqrt{2}$.
(c) their resultant in the form $a+b i$.

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The Answer of Find the following for the complex numbers 6 cis $225^{\circ}$ and $3 \sqrt{2}-3 i \sqrt{2}$ :
(a) the rectangular form of 6 cis $225^{\circ}$.
(b) the trigonometric form of $3 \sqrt{2}-3 i \sqrt{2}$.
(c) their resultant in the form $a+b i$.

Find the Following for the Complex Numbers 6 Cis 225∘225^{\circ}225∘ And 32−3i23 \sqrt{2}-3 i \sqrt{2}32​−3i2​

Find the Following for the Complex Numbers 6 Cis $225^{\circ}$ And $3 \sqrt{2}-3 i \sqrt{2}$