Linearly Dependent And Independent Set Of Vectors

Linearly Independent

Dependent and independent events

Examine whether the following vectors from a linearly dependent or independent set of vector: hati+3hatj+5hatk, 2hati+6hatj+10hatk

Examine whether the following vectors from a linearly dependent or independent set of vector: veca(1,-2,30,vecb=(-2,3,-4),vecc=(1,-1,5)

Examine whether the following vectors from a linearly dependent or independent set of vector: veca-3vecb+2vecc, vec-9vecb-vecc,3a+2vecb-vecc whre veca,vecb,vecc are non zero non coplanar vectors

Dependent And Independent Variables

Four non –zero vectors will always be a. linearly dependent b. linearly independent c. either a or b d. none of these

The vectors hati+hatj, hatj+hatk and hatk+hati are (a). Linearly dependent (b). Linearly independent (c). Right angled triangle (d). none of these.

Among the following, short ranges, charge independent and spin dependent forces are

Collinearity OF Vectors|| Vector Equation OF Bisector Lines|| Linear Combination|| Linearly Independent || Linearly Dependent|| Condition to check Coplanarity