Additive inverse of complex number `4-sqrt(7)i` is

Additive inverse of complex number -4-7i is:

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

If the multiplicative inverse of a complex number is (sqrt(5) + 6i)/(41) then the complex number itself is :

Find the additive inverse of the complex number: (i) -5+7i (ii) (sqrt(6)+5i)(sqrt(6)+5i)

The additive inverse of the complex number x+iy is

Write the addtive inverse of the complex number -2+3i .

If the multiplicative inverse of a complex number is (sqrt2 +5i)/17 ,then the complex number is

Find the multiplicative inverse of the complex number -i

Find the multiplicative inverse of the complex number 4quad -quad 3i

.Additive inverse of -5/-7 is