Vector `vec(a)` has components `a_(x)=3, a_(y)=4`. Find the components of a vector `vec(c)` which is perpendicular to `vec(a)` and has a magnitude of `5` units.

Vector component of vector vec b perpendicular to vec a is

Find the component of vector vec( PQ) where: P(2,4), Q(5,3).Also, find the magnitude of vec (PQ) .

Find a vector, which is parallel to vec v = vec i - 2 vec j and has a magnitude 10.

Find the component of vector vec PQ where: P(-1,-3), Q(4,5).Also, find the magnitude of vec PQ .

Find the component of vector vec PQ where: P(2,3), Q(5,-3). Also, find the magnitude of vec PQ .

What is the component of the vector vec(a) along the x-axis in the situation shown in figure ? |vec(a)| = 5 units.

What is the component of the vector vec(a) along the x-axis in the situation shown in figure ? |vec(a)| = 5 units.

Two vectors vec(P) " and "vec(Q) are added, the magnitude of resultant is 15 units. If vec(Q) is reversed and added to vec(P) resultant has a magnitude sqrt(113) units. The resultant of vec(P) and a vector perpendicular vec(P) and equal in magnitude to vec(Q) has a magnitude

Two vectors vec(P) " and "vec(Q) are added, the magnitude of resultant is 15 units. If vec(Q) is reversed and added to vec(P) resultant has a magnitude sqrt(113) units. The resultant of vec(P) and a vector perpendicular vec(P) and equal in magnitude to vec(Q) has a magnitude

Two vectors vec(P) " and "vec(Q) are added, the magnitude of resultant is 15 units. If vec(Q) is reversed and added to vec(P) resultant has a magnitude sqrt(113) units. The resultant of vec(P) and a vector perpendicular vec(P) and equal in magnitude to vec(Q) has a magnitude