it says that "a heavy suitcase S of mass 50kg is moving through along a horizontal floor under the action of a force of magnitide P newtons. the force acts at 30degrees to the floor and S moves in a straight line at constant speed. the suitcase is modelled as a particle and the floor as a rough horizontal plane. the coeficent of frictin is 0.6"
my problem is dat i wud hav thought that the normal reaction force woulld be R=50g - Psin30 but da markscheme says that its R=50g + Psin30. And i dnt see y. any explanantion would be most appreciated.
it says that "a heavy suitcase S of mass 50kg is moving through along a horizontal floor under the action of a force of magnitide P newtons. the force acts at 30degrees to the floor and S moves in a straight line at constant speed. the suitcase is modelled as a particle and the floor as a rough horizontal plane. the coeficent of frictin is 0.6"
my problem is dat i wud hav thought that the normal reaction force woulld be R=50g - Psin30 but da markscheme says that its R=50g + Psin30. And i dnt see y. any explanantion would be most appreciated.
The force P acts downwards. Resolve vertically; R - 50g - Psin30 = 0 R = 50g + Psin30
I got the same as you first time round - reckon the question's not being clear as to which direction P is pointing in: see the attachment, they're prob thinking of bottom sketch whereas top one what you and me had in mind.
I got the same as you first time round - reckon the question's not being clear as to which direction P is pointing in: see the attachment, they're prob thinking of bottom sketch whereas top one what you and me had in mind.
the top sketch is wrong. The suitcase isn't attached to a string/rope as the question doesn't say so, so the force has to act from the back of the suitcase, not the front.
yh, resolving p vertically gives psin30 right,i see dat psin30 + da normal reaction counterbalance the weight of the suitcase, thanks 4 ur help
no, you are still getting confused with directions. The normal reaction counterbalances the weight and the force Psin30, since the vertical motion perpendicular to the horizontal motion = 0.