Simplify: `(sqrt(5+12 i)+sqrt(5-12 i))/(sqrt(5+12 i)-sqrt(5-12 i))`

(sqrt(5+12i)+sqrt(5-12i))/(sqrt(5+12i)-sqrt(5-12i))

(sqrt(5+12i)+sqrt(5-12i))/(sqrt(5+12i)-sqrt(5-12i))=

(sqrt(5+2i^(2))+sqrt(5-2i))/(sqrt(5+2i)-sqrt(5-2i))

Express the following complex numbers in the standard form.Also find their conjugate: (1-i)/(1+i) (ii) ((1-i)^(2))/(3-i) (iii) ((2+3i)^(2))/(2-i)( iv )(sqrt(5+12i)+sqrt(5-12i))/(sqrt(5-12i)-sqrt(5-12i))

(sqrt5 + i sqrt3)(-2 + i)

sqrt(5+12 iota)

sqrt(5sqrt(2)-2sqrt(12))=