The calculator will find the polar form of the given complex number, with steps shown.
Solution
The standard form of the complex number is 3+i.
For a complex number a+bi, the polar form is given by r(cos(θ)+isin(θ)), where r=a2+b2 and θ=atan(ab).
We have that a=3 and b=1.
Thus, r=(3)2+12=2.
Also, θ=atan(31)=6π.
Therefore, 3+i=2(cos(6π)+isin(6π)).
Answer
3+i=2(cos(6π)+isin(6π))=2(cos(30∘)+isin(30∘))A