इन को सरल करे |
` i^ 6 + i ^8 `

Find the value of (i^6 + i^7 + i^8 + i^9) / (i^2 + i^3)

Find the value of: 1+ i^2 + i^4 + i^6 + i^8 +............+ i^20

Simplify the expression 25-[16- {14- [18 - bar (8+3))}] व्यंजक को सरल कीजिए 25-[16- {14- [18 - bar (8+3))}]

If i = root -1 ,then 1+i ^2+i ^3−i ^6+i ^8 is equal to -

The value of i^2 + i^4 + i^6 + i^8.... upto (2n+1) terms , where i^2 = -1, is equal to:

If a + ib = (8 - 6i) - (2i - 7) then the values of a and b are ............. .

Let I Arg((z-8i)/(z+6))=pmpi/2 II: Re ((z-8i)/(z+6))=0 Show that locus of z in I or II lies on x^2+y^2+6^x – 8^y=0 Hence show that locus of z can also be represented by (z-8i)/(z+6)+(bar(z)-8i)/(barz+6)=0 Further if locus of z is expressed as |z + 3 – 4i| = R, then find R.

Which one of the points 10 - 8i, 11 + 6i is closest to 1 + i.