362254 The displacement time graphs of two moving particles make angles of \(30^\circ \) and \(45^\circ \) with the \(X\)-axis. The ratio of their velocities is

362255 The displacement-time graphs of two particles \(A\) and \(B\) are straight lines making angles of \(30^\circ \,{\rm{and}}\,45^\circ \) respectively with the time axis. If the velocity of \(A\) is \({v_A}\) and that of \(B\) is \({v_B}\). The value of \({v_A}/{v_B}\) is

362256 The displacement of a body along \(x\)-axis depends on time as \(\sqrt x = t + 1.\) Then the velocity of body

362257 The displacement \(y\) (in metre) of a body varies with time \(t\) (in second) as \(y = - \frac{2}{3}{t^2} + 16t + 2\). How long does the body take to come to rest?

362258 The distance travelled by a particle is related to time \(t\) as \(x=4 t^{2}\) The velocity of the particle at \(t=5 s\) is

362254 The displacement time graphs of two moving particles make angles of \(30^\circ \) and \(45^\circ \) with the \(X\)-axis. The ratio of their velocities is

362255 The displacement-time graphs of two particles \(A\) and \(B\) are straight lines making angles of \(30^\circ \,{\rm{and}}\,45^\circ \) respectively with the time axis. If the velocity of \(A\) is \({v_A}\) and that of \(B\) is \({v_B}\). The value of \({v_A}/{v_B}\) is

362256 The displacement of a body along \(x\)-axis depends on time as \(\sqrt x = t + 1.\) Then the velocity of body

362257 The displacement \(y\) (in metre) of a body varies with time \(t\) (in second) as \(y = - \frac{2}{3}{t^2} + 16t + 2\). How long does the body take to come to rest?

362258 The distance travelled by a particle is related to time \(t\) as \(x=4 t^{2}\) The velocity of the particle at \(t=5 s\) is

362254 The displacement time graphs of two moving particles make angles of \(30^\circ \) and \(45^\circ \) with the \(X\)-axis. The ratio of their velocities is

362255 The displacement-time graphs of two particles \(A\) and \(B\) are straight lines making angles of \(30^\circ \,{\rm{and}}\,45^\circ \) respectively with the time axis. If the velocity of \(A\) is \({v_A}\) and that of \(B\) is \({v_B}\). The value of \({v_A}/{v_B}\) is

362256 The displacement of a body along \(x\)-axis depends on time as \(\sqrt x = t + 1.\) Then the velocity of body

362257 The displacement \(y\) (in metre) of a body varies with time \(t\) (in second) as \(y = - \frac{2}{3}{t^2} + 16t + 2\). How long does the body take to come to rest?

362258 The distance travelled by a particle is related to time \(t\) as \(x=4 t^{2}\) The velocity of the particle at \(t=5 s\) is

362254 The displacement time graphs of two moving particles make angles of \(30^\circ \) and \(45^\circ \) with the \(X\)-axis. The ratio of their velocities is

362255 The displacement-time graphs of two particles \(A\) and \(B\) are straight lines making angles of \(30^\circ \,{\rm{and}}\,45^\circ \) respectively with the time axis. If the velocity of \(A\) is \({v_A}\) and that of \(B\) is \({v_B}\). The value of \({v_A}/{v_B}\) is

362256 The displacement of a body along \(x\)-axis depends on time as \(\sqrt x = t + 1.\) Then the velocity of body

362257 The displacement \(y\) (in metre) of a body varies with time \(t\) (in second) as \(y = - \frac{2}{3}{t^2} + 16t + 2\). How long does the body take to come to rest?

362258 The distance travelled by a particle is related to time \(t\) as \(x=4 t^{2}\) The velocity of the particle at \(t=5 s\) is

362254 The displacement time graphs of two moving particles make angles of \(30^\circ \) and \(45^\circ \) with the \(X\)-axis. The ratio of their velocities is

362255 The displacement-time graphs of two particles \(A\) and \(B\) are straight lines making angles of \(30^\circ \,{\rm{and}}\,45^\circ \) respectively with the time axis. If the velocity of \(A\) is \({v_A}\) and that of \(B\) is \({v_B}\). The value of \({v_A}/{v_B}\) is

362256 The displacement of a body along \(x\)-axis depends on time as \(\sqrt x = t + 1.\) Then the velocity of body

362257 The displacement \(y\) (in metre) of a body varies with time \(t\) (in second) as \(y = - \frac{2}{3}{t^2} + 16t + 2\). How long does the body take to come to rest?

362258 The distance travelled by a particle is related to time \(t\) as \(x=4 t^{2}\) The velocity of the particle at \(t=5 s\) is