Home
Class 12
MATHS
" The value of "|[i^(m),i^(m+1),i^(m+2)]...

" The value of "|[i^(m),i^(m+1),i^(m+2)],[i^(m+5),i^(m+4),i^(m+3)],[i^(m+6),i^(m+7),i^(m+8)]|," when "i=sqrt(-1)," is "

Promotional Banner

Similar Questions

Explore conceptually related problems

The value of |(i^m,i^(m+1),i^(m+2)),(i^(m+5),i^(m+4),i^(m+3)),(i^(m+6),i^(m+7),i^(m+8))| where i=sqrt(-1) , is :

The value of (a+i b)^(m / n)+(a-i b)^(m / n) is equal to

Find the value of m if ((1 + i)/(1 - i))^m = 1

If I_(m)=int_(1)^(e )(log_(e)x)^(m)dx , then the value of (I_(m)+mI_(m-1)) is -

If I(m)=int_(0)^( pi)ln(1-2m cos x+m^(2))dx then I(1)=

if I_(m,n)=int(x^(m))/((log x)^(n))dx, then (m+1)I_(m,n)-nI_(m,n+1) is

If m,n,p,q are consecutive integers then the value of i^(m)+i^(n)+i^(p)+i^(q) is

If m,n,p,q are consecutive integers then the value of i^(m)+i^(n)+i^(p)+i^(q) is