Hard tutorial question can anyone help

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The discussion revolves around calculating the reduction in forward speed of a torpedo boat after firing a torpedo. The boat, weighing 50 tons and moving at 10 knots, fires a 250-kg torpedo at a 30-degree angle. Initial calculations using conservation of momentum indicate a reduction in speed of 0.05 m/s, but adjustments for the launch angle show a smaller reduction of 0.043 m/s in forward speed, with a descent speed of 0.025 m/s. Participants emphasize the importance of converting units to SI for clarity and correctly applying linear impulse principles. The conversation highlights the nuances of momentum calculations when angles are involved.
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A torpedo boat with a mass of 50 tons is moving at 10 knots when it fires a 250-kg torpedo horizontally with the launch tube at the 30 degree angle. The torpedo has a relative velocity to the boat of 10m/s as it leaves the tube
1) Determine the momentary reduction v in forward speed of the boat?

it is meant as a linear impuse question, can anyone help me please!
 
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I can't help with the math at all, unfortunately. My first question would be regarding the launching method. Not all of them would impart the same reaction to the boat.
 
Have you done linear impulse questions before?

Start by converting all the units to SI and it might become a bit clearer.
 
The sub and torpedo as a whole has a combined linear momentum. Whe the two separate...
 
conservation of momentum
the mass of the sub + torpedo times its velocity before firing=
the mass of the sub*vsub +mass torpedo*vtorp.

or you could say that the sub is at rest altogether and fires the torpedo which then has momentum of 250*10=2500
so the sub must loose this amount of momentm
-2500=50,000*vsub
so vsub= -.05m/s
the sub looses .05m/s when it fires the the torp.

it aint rocket science, but wait, maybe it is
 
Unfortunately, phlegmy, you miseed an important portion of the problem: the torpedo is launched at a 30* angle. This will slightly decrease the momentum loss from the boat.
 
doh!
in that case loss of mom in x direction = 250*10*cos(30)= 2165
sub loosese .043 m/s in the forward direction! and starts to decend at
.025m/s
 
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