ix(j times k)+j times(k times i)+k times(i times j)" -equals "

ixx(a times i)+j times(a times j)+k times(a times k) is always equal to

The vector ((i-j) times (j-k)) times (i+5k) is equal to

If bar(a) is any vector the value of hat i times(bar(a)times hat i)+hat j times(bar(a)times hat j)+hat k times(bar(a)times hat k)=

hat i.(2hat j times3hat k)+hat j.(2hat k times3hat i)+hat k.(2hat i times3hat j) is equal to

The vector [(i-j+k) times (2i-3j-k)] times [(-3i+j+k) times (2j+k)] is given by

Prove that hat(i)times(vec atimeshat(i))+hat(j)times(vec atimeshat(j))+hat(k)times(vec atimeshat(k))=2 vec a

I . (j xx k) + j . (k xx i) + k . (i xx j) =

i(jxx k ) + j ( k xx i) + k (j xx i) is equal to

i · (j xx k) + j · (k xx i) + k · (i xx j ) =

2i · (j xx k) - 3j · (i xx k) - 4k · (i xx j) =