The sides of a parallelogram is `veca=-veci+veck` and `vecb=2vecj-veck` are the adjacent sides of a paralellogram then its vector area is

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Find the area of the parallelogram having veca=2vecj-veck and vecb=-veci+veck as adjacent sides.

Find the area of the parallelogram for which the vectors veca=2veci-3vecj and vecb=3veci-veck are adjacent sides.

If veca=2veci-vecj+veck and vecb=veci-3vecj-5veck , then find |vecaxxvecb| .

Find the angle between veca=3veci+3vecj-3veck and vecb=2veci+vecj+3veck .

The value of lambda when the vectors veca=2veci+lambdavecj+veck and vecb=veci+2vecj+3veck are othogonal is

If veca=veci-vecj-veck and vecb=2veci-3vecj+veck , then find the projection vector of vecb on veca and its magnitude.

If veca=5veci-2vecj+3veck , vecb=2veci+vecj-veck find veca X vecb .

Find the Projection of veca=2veci+vecj+2veck on vecb=5veci-vecj+3veck .