Find the modulus and argument of the following complex number and hence express them in the polar form: `\ sqrt(3)+i`

Explanation

let `z=sqrt3+i`


then, ` |z|=sqrt((sqrt3)^2+(1))=2`


let `theta` be the argument of z and `alpha` be the acute angle given by `tan theta =(|im(z))/(re(z)|`


`tan alpha = 1/sqrt3`