A biard is at a point `P(4m,-1m,5m)` and sees two points `P_(1) (-1m,-1m,0m)` and `P_(2)(3m, -1m,-3m)`. At time `t=0`, it starts flying in a plane of the three positions, with a constant speed of `2m//s` in a direction perpendicular to the straight line `P_(1)P_(2)` till it sees `P_(1)` & `P_(2)` collinear at time t. Find the time t.

As charge q=1muC is placed at point (1m,2m,4m) . Find the electric field at point P(0,-4m,3m)

Graph the line passing through the point P and having slope m. P=(1,2),m=2

Graph the line passing through the point P and having slope m. P=(-1,3),m=0

Two particles P and Q start from a point on a circle at time t=0 . They travel in opposite directions along a circular path of radius 10 m at constant speeds of V_(p ) =2.14 m//s and V_(Q ) = 1m//s . After what -time they will collide ?

A bomb at rest explodes into two parts of masses m_(1) and m_(2) . If the momentums of the two parts be P_(1) and P_(2) , then their kinetic energies will be in the ratio of:

At time t=0 , a particle is at (-1m, 2m) and at t=2s it is at (-4m,6m) . From this we can conclude that in the given time interval.

0.1 M NaCl and 0.1 M CH_(3)COOH are kept in separate containers. If their osmotic pressures are P_(1) and P_(2) respectively then what is the correct statement ?

A charge q = (-2 xx 10^(+)) is placed at (1 m, 2m, 3m). There is a point P = l^(2) - 3m, 4 m) Component of electric field along x-axis at point would be

Two particles A and B are revolving with constant angular velocity on two concentric circles of radius 1m and 2m respectively as shown in figure. The positions of the particles at t = 0 are shown in figure. The positions of the particles at t=0 are shown in figure. if m_(A)=2kg, m_(B)= 1kg and vec(P)_(A) and vec(P)_(B) are linear momentum of the particle then what is the maximum value of |vec(P)_(A)+vec(P)_(B)| in kg-m/sec in subsequent motion of two particles.

A charge q = (-2 xx 10^(+)) is placed at (1 m, 2m, 3m). There is a point P = l^(2) - 3m, 4 m) A unit vector in the direction of electric field at P due to charge q will be