Find the multiplicative inverse of the complex number.
`sqrt(5)+3i`

Explanation

let `sqrt 5 + 3i=z`

so`z^-1 = 1/z`

`= 1/(sqrt5+3i)`

rationalizing it , we get

`1/(sqrt5 + 3i)*(sqrt5 - 3i)/(sqrt5- 3i) `

`= (sqrt5 - 3i)/(5+9)`

`= (sqrt5 -3i)/14`

answer