361830 A particle starting from the origin (0,0) moves in a straight line in the \((x,y)\) plane. Its co-ordinates at a later time are \((\sqrt 3 ,3).\) The path of the particle makes with the \(x\)- axis an angle of

361831 Statement A :
A projectile that travels a parabolic path show deviation from its idealised trajectory in the presence of air resistance.
Statement B :
Air resistance affect the motion of the projectile.

361832 A particle moves in the \(x\)-\(y\) plane according to the law \(x = kt,y = kt(1 - \alpha t),\), where \(k\) and \(a\) are positive constants and \(t\) is time. The trajectory of the particle is

361833 A car travels \(6\;km\) towards the north at an angle \(45^{\circ}\) to the east and then travels distance of \(4\;km\) towards the north at an angle \(135^{\circ}\) to the east. How far is the point from the starting point? What angle does the straight line joining its initial and final positions makes with the east?

361834 A person moves 30 \(m\) north and then 20 \(m\) towards east and finally \(30\sqrt 2 \,m\) in south-west direction. The displacement of the person from the origin will be

361830 A particle starting from the origin (0,0) moves in a straight line in the \((x,y)\) plane. Its co-ordinates at a later time are \((\sqrt 3 ,3).\) The path of the particle makes with the \(x\)- axis an angle of

361831 Statement A :
A projectile that travels a parabolic path show deviation from its idealised trajectory in the presence of air resistance.
Statement B :
Air resistance affect the motion of the projectile.

361832 A particle moves in the \(x\)-\(y\) plane according to the law \(x = kt,y = kt(1 - \alpha t),\), where \(k\) and \(a\) are positive constants and \(t\) is time. The trajectory of the particle is

361833 A car travels \(6\;km\) towards the north at an angle \(45^{\circ}\) to the east and then travels distance of \(4\;km\) towards the north at an angle \(135^{\circ}\) to the east. How far is the point from the starting point? What angle does the straight line joining its initial and final positions makes with the east?

361834 A person moves 30 \(m\) north and then 20 \(m\) towards east and finally \(30\sqrt 2 \,m\) in south-west direction. The displacement of the person from the origin will be

361830 A particle starting from the origin (0,0) moves in a straight line in the \((x,y)\) plane. Its co-ordinates at a later time are \((\sqrt 3 ,3).\) The path of the particle makes with the \(x\)- axis an angle of

361831 Statement A :
A projectile that travels a parabolic path show deviation from its idealised trajectory in the presence of air resistance.
Statement B :
Air resistance affect the motion of the projectile.

361832 A particle moves in the \(x\)-\(y\) plane according to the law \(x = kt,y = kt(1 - \alpha t),\), where \(k\) and \(a\) are positive constants and \(t\) is time. The trajectory of the particle is

361833 A car travels \(6\;km\) towards the north at an angle \(45^{\circ}\) to the east and then travels distance of \(4\;km\) towards the north at an angle \(135^{\circ}\) to the east. How far is the point from the starting point? What angle does the straight line joining its initial and final positions makes with the east?

361834 A person moves 30 \(m\) north and then 20 \(m\) towards east and finally \(30\sqrt 2 \,m\) in south-west direction. The displacement of the person from the origin will be

361830 A particle starting from the origin (0,0) moves in a straight line in the \((x,y)\) plane. Its co-ordinates at a later time are \((\sqrt 3 ,3).\) The path of the particle makes with the \(x\)- axis an angle of

361831 Statement A :
A projectile that travels a parabolic path show deviation from its idealised trajectory in the presence of air resistance.
Statement B :
Air resistance affect the motion of the projectile.

361832 A particle moves in the \(x\)-\(y\) plane according to the law \(x = kt,y = kt(1 - \alpha t),\), where \(k\) and \(a\) are positive constants and \(t\) is time. The trajectory of the particle is

361833 A car travels \(6\;km\) towards the north at an angle \(45^{\circ}\) to the east and then travels distance of \(4\;km\) towards the north at an angle \(135^{\circ}\) to the east. How far is the point from the starting point? What angle does the straight line joining its initial and final positions makes with the east?

361834 A person moves 30 \(m\) north and then 20 \(m\) towards east and finally \(30\sqrt 2 \,m\) in south-west direction. The displacement of the person from the origin will be

361830 A particle starting from the origin (0,0) moves in a straight line in the \((x,y)\) plane. Its co-ordinates at a later time are \((\sqrt 3 ,3).\) The path of the particle makes with the \(x\)- axis an angle of

361831 Statement A :
A projectile that travels a parabolic path show deviation from its idealised trajectory in the presence of air resistance.
Statement B :
Air resistance affect the motion of the projectile.

361832 A particle moves in the \(x\)-\(y\) plane according to the law \(x = kt,y = kt(1 - \alpha t),\), where \(k\) and \(a\) are positive constants and \(t\) is time. The trajectory of the particle is

361833 A car travels \(6\;km\) towards the north at an angle \(45^{\circ}\) to the east and then travels distance of \(4\;km\) towards the north at an angle \(135^{\circ}\) to the east. How far is the point from the starting point? What angle does the straight line joining its initial and final positions makes with the east?

361834 A person moves 30 \(m\) north and then 20 \(m\) towards east and finally \(30\sqrt 2 \,m\) in south-west direction. The displacement of the person from the origin will be