Explain :

`a times ( b + c ) = ( a times b ) + ( a times c )`

Show : A times ( B - C ) = ( A times B ) - ( A times C )

Show : ( a/b times c/d ) = ( a times c )/ ( b times d )

Evaluate : [ ( a times b ) times ( b times c ) ( b times c ) times ( c times a ) ( c times a ) times ( a times b ) ]

Evaluate : ( b times c ) times ( c times a ) =

Evaluate : ( b times c ) times ( c times a )

Find the value of ( a - b ) times ( a + b ) + ( b -c ) times ( b + c ) + ( c + a ) times ( c - a ) = A) -1 B) 0 C) 1

Evaluate : a times b times a times b times c times c times c

Evaluate : ( a^4 times b^5 times c^7) / ( c^8 times a^4 times b^3 )

Evaluate : ( a^4 times b^5 times c^7 )/ ( c^8 times a^4 times b^3 )

If a, b and c are any three vectors, then a times (b times c)=(a times b) times c if and only if