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A body is projected vertically upwards. At its highest point it explodes into 2 pieces of masses in the ratio 2:3 and the lighter piece flies horizontally wih a velocity of 6metre per second.The time after which the lines joining the point of explosion to the position of particlesd are perpendicular to each other is(g=10m/ssq.)?

M1/M2=V2/V1 Then M1/M2=2:3 2:3=v2/6 V2=4 Then time to meet is given by the formula as t=2(v1v2)*1/2÷g t=2(6×4)÷g t=(24÷25)*1/2
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A body is projected vertically upwards as it is a point it explodes into two pieces of masses ratio to 2:3 is peace of horizontally with a velocity 6 metre per second the time of the line joining the point of expression to the point of the particles are perpendicular to each other is
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A body is projected vertically upwards as it is a point it explodes into two pieces of masses ratio to 2:3 is peace of horizontally with a velocity 6 metre per second the time of the line joining the point of expression to the point of the particles are perpendicular to each other is
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A body is projected vertically upwards as it is a point it explodes into two pieces of masses ratio to 2:3 is peace of horizontally with a velocity 6 metre per second the time of the line joining the point of expression to the point of the particles are perpendicular to each other is
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A body is projected vertically upwards as it is a point it explodes into two pieces of masses ratio to 2:3 is peace of horizontally with a velocity 6 metre per second the time of the line joining the point of expression to the point of the particles are perpendicular to each other is .
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