@ProfBrainstorm Physics
okay, well just supposing the push force was horizontal, we would have basically the same problem as last time, just different numbers
but the question is a little more complicated and we have to take account of that push force being at an angle
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In order to work out the net force in the horizontal direction, we need to calculate what is called the horizontal component of the push force That is given by F * cosine(theta)
Once you have that horizontal component calculated, the rest of the problem goes just the same as before
So 648cos25=587.287446?
yes, 587.3 is probably fine
so the next thing would be to figure out the weight of the mass, then use the drag coefficent to work out the drag force
no, the mass is given as 80kg
the 587.3 is the horizontal component of the push force
ahh makes sense. let me figure it out and tell u what I got
ok
weight is 784.8?
yes
and multiply that by the 0.13 to get the acceleration?
erm, not quite, multiply the weight by 0.13 to get the frictional drag force
okay and subtract that value from the push force?
well you have to be careful here, the drag force acts horizontally, so we need to subtract it from the horizontal component of the push force.
that was the 587.3 that we calculated first
Oh so multiply the weight by 0.13 and subtract that answer from 587.3?
yes, that's right
because forces are vectors, you see, so you always have to think about the components in a particular direction when you add them
okay, that makes sense. I got 485.276 or 485.3
yes, same here, and now you're one step away from getting the acceleration of the mass
push force- drag force? or is it plus?
you've worked out the net force in the horizontal direction, that's what the 485.3 is
Oh i am so sorry!
it's alright
so the 587.3 is the push force and the 102.024 is my drag force. Subtracting those gave me my net force.
yes, in the horizontal direction
that's what I have, so it must be right : )
Thank you very much, I have one more question. I am going to post it on another thread. My teacher isn't very helpful :(
are you happy with this one - the important point is that the force was at an angle, so its effectiveness in the horizontal direction is reduced by the factor cosine(theta) that was the crucial point
Yeah I understand it, a bit better. It was just an extra step.
ok
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