If `vec x+vecy=veca,vecx xxvecy=vecb and vecx*veca=1,` then

Solve the following simultaneous equation for vecx and vecy : vecx + vecy=veca, vecx xxvecy=vecb and vecx.veca=1

If vecx xx vecy=veca, vecy xx vecz=vecb, vecx.vecb=gamma, vecx.vecy=1 and vecy.vecz=1 then find x,y,z in terms of veca,vecb and gamma.

If vecx xx vecy=veca, vecy xx vecz=vecb, vecx.vecb=gamma, vecx.vecy=1 and vecy.vecz=1 then find x,y,z in terms of veca,vecb and gamma .

If vecx xxvecy=veca, vecy xx vecz=vecb, vecx.vecb=gamma, vecx.vecy=1 and vecy.vecz=1 then find x,y,z in terms of veca,vecb and gamma .

If vecx xxvecy=veca, vecy xx vecz=vecb, vecx.vecb=gamma, vecx.vecy=1 and vecy.vecz=1 then find x,y,z in terms of veca,vecb and gamma .

If vecx * xvecy=veca, vecy xx vecz=vecb, vecx.vecb=gamma, vecx.vecy=1 and vecy.vecz=1 then find x,y,z in terms of veca,vecb and gamma.

Solve the following siultaneous equation for vectors vecx and vecy, if vecx+vecy=veca, vecx xxvecy=vecb, vecx.veca=1

Solve the following simultaneous equation for vectors vecx and vecy, if vecx+vecy=veca, vecx xxvecy=vecb, vecx.veca=1

Let veca=hati+2hatj+3hatk , vecb=2hati+3hatj+hatk, vecc=hatk+hati and (vecx xx vecb)=(veca xx vecc)xxvecb . If vecx .veca=0 , then |vecx| is equal to use sqrt3=1.73 )

Let veca=hati+2hatj+3hatk , vecb=2hati+3hatj+hatk, vecc=hatk+hati and (vecx xx vecb)=(veca xx vecc)xxvecb . If vecx .veca=0 , then |vecx| is equal to use sqrt3=1.73 )