Um...it said calculate it...
wyzard is explaining conceptually the way the positives/negatives are assigned, it's a very important thing to understand
1. A 200kg space probe fires its rocket motor while in deep space, exerting a force always perpendicular to its velocity. This causes it to accelerate at 2.6 ms^-2. The firing of the motor lasts 8.0 seconds
a)Determine the force exerted by the space probe's rocket motor (2 marks)
Is this asking for net force or reaction force or what?
This (if I interpret the question correctly) is simply asking for an application of Newton's 2nd Law, F=ma. You have the mass of the probe and its acceleration due to the motor, you can use that to find the force!
b) Calculate the increase in the space probe's momentum (2 marks)
(the formula isn't clicking into me right now)
The formula you want here is that the change in momentum (also called the
impulse) is linked to the force applied, and how long it is applied for, in the following way:
You have all the values you need here since you found force in the previous question.
c) Determine the acceleration of the vehicle during the first 8.0s of it's motion (1 mark)
Isn't that in the question?
I'd love for someone else to have a look at this question, I think I've misinterpreted it somewhere 24. A street outside a school has its speed limit reduced from 70 kmh^-1 to 40 kmh^-1. Describe, quantitatively and qualitatively, how the stopping distance of a vehicle would differ between these 2 speeds (3 marks)
What you are looking for here is the idea of human reaction times. Say I take 1 second to respond to a hazard on the road. That means that my vehicle travels 1 second before I ever apply brake force. Then, when I do apply brake force, decelerating to a stop takes time as well, potentially another whole second. 2 seconds at 70km/h, for example, therefore equates to roughly another 20 metres of distance.
Qualitatively, you'd simply be describing how reducing speed reduces the distance taken to stop, since the distance travelled while the driver reacts is less,
and the brake force will stop the vehicle faster. Quantitatively, you'd be doing rough calculations with the formula:
To find the distance travelled at some speed given some reaction time
for 3 marks, you'd want a couple of dot points of qualitative description plus the use of a formula (such as above) to
estimate the difference in stopping time. It doesn't have to be exact