" (i) "x times y^(@)times z^(-1)=

Show that : ( x + y ) times z = ( x times z ) + ( y times z )

Let x,y,z be the vector, such that |x|=|y|=|z| =sqrt(2) and x,y,z make angles of 60^(@) with each other. If x times (y times z) = a , y xx (z xx x)=b and (x xx y) = c The value of y is:

Let x,y,z be the vector, such that |x|=|y|=|z| =sqrt(2) and x,y,z make angles of 60^(@) with each other. If x times (y times z) = a . The value of y is:

Show that : x times ( y + z ) = x times y + x times z

Evaluate : x times x times y times y times y times y times z times z times z

If a = 2 , x = 1, y = 1 , z = 1 then find the value of a^x times a^y times a^z

Evaluate : x times x times x times y times y times y times y times z times z

Verify x times(y+z)=x times y+x times z by taking x=(7)/(9),y=(-2)/(5) and z=(-2)/(3)

Show : sqrt( x^-1y) times sqrt( y^-1z ) times sqrt( z^-1x) = 1

If x,y,z are respectively p^(th), q^(th) and r^(th) terms of a G.P show that x^(q-r) xx y^(r-p) xx z^(p-q)=1 .