The square root of `z=4-3i` is : (i) `+-1/2(3-i)` (ii) `+-1/sqrt2(3-i)` (iii) `+-1/sqrt2(3+i)`

The square root of z=4-3i is : (i) +-(1)/(2)(3-i)( ii )+-(1)/(sqrt(2))(3-i)( iii) +-(1)/(sqrt(2))(3+i)

The square roots of - 2 + 2 sqrt(3)i are :

The square roots of - 2 + 2 sqrt(3)i are :

What is the square root of 1/2-i(sqrt3)/(2) ?

Find the square roots of the following: (i) 3-4sqrt(7)i (ii) 4+6sqrt(-5) (iii) -2+2sqrt(3)i .

sqrt(3i)+sqrt(-3i)=(i)+-2sqrt(3)(ii)+-sqrt(6)(iii)3(iv)3i

Express the result in the form x+iy, where x,y are real number i=sqrt(-1) : (i) (-5+3i)(8-7i) (ii) (-sqrt(3)+sqrt(-2))(2sqrt(3)-i) (iii) (sqrt(2)-sqrt(3)i)^(2)

Find the square roots of the following (i) 4+3i (ii) -5+12i (iii) 8-15i (iv) 7-24i(" where " , i=sqrt(-1))

Find the square roots of the following (i) 4+3i (ii) -5+12i (iii) 8-15i (iv) 7-24i(" where " , i=sqrt(-1))