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no, total k.e after collision is the kinetic energy of ball B after collision plus the kinetic energy of ball S after collision, that's why they said to use your answer in(c).dude ik about all that kinetic stuff but my question is how did the mark scheme got the kinetic energy after collision..isn't it supposed to be 1/2(1.2)(0.8)^2 ?
What's so difficult about this one? :Shttp://www.xtremepapers.com/papers/...and AS Level/Physics (9702)/9702_w07_qp_2.pdf
how do we do 1b. really confused helpp
that's what I was tryna do! .. except here:What's so difficult about this one? :S
R² = V/πL
So by calculation, R = 0.489 cm
For the uncertainties since the values are multiplied/divided you're to add the fractional uncertainties. So you get
(ΔR/R)x2 = ΔV/V + ΔL/L = 0.5/15 + 0.1/20 = 23/600
ΔR/0.489 = 23/1200
ΔR = 0.00937 cm
So R = 0.489 ± 0.009 cm
---------------------------------------------------
Another way to do this would be when R = √(V/πL) = (V/πL)^(1/2) = [V^(1/2)]/[(πL)^(1/2)]
Now the fractional uncertainties would be written as:
ΔR/R = (ΔV/V) x 1/2 + (ΔL/L) x 1/2
...and so on.
thanks brono, total k.e after collision is the kinetic energy of ball B after collision plus the kinetic energy of ball S after collision, that's why they said to use your answer in(c).
its 1/2(1.2)(0.8)^2 + 1/2(3.6)(1.6)^2
sorry, for the earlier long explaination.. its cause you said you'd never heard of speed of approach/seperation so I freaked..
Me going too - need to study bio now. You're on your own everyone.Jaf there's loads of other unanswered questions here though.. and Im getting really sleepy.. i think you should take over
cause lamp A isn't in parallel.. if it's shorted, there would be no resistance in its spot and loads of current will flow to lamp c and lamp b blowing them too. Part b is not based on a, its just a general suggestion based question on the circuit given.... that if you wanted to test the circuit by placing an ohm-meter/power supply between X and Y .. which would you choose? At this point in time, you don't know that lamp C is shorted, you just want to test the circuit and you know that if you played something between X and Y, that's where the current would flow from, and the first device it would flow through is lamp A... and if A is dead... C and B would get blown up by the power supply's excessive current.q(7) b......in the ms and er it says for damage of supply to take place lamp A must be shorted ....why especially lamp A wasnt lamp c da shorted one in the quetion b4 ??? any 1 plzz thx in adv
anytime.. so long as I don't fall asleep on the laptop .....thanks bro
it's just 1/2kx^2=1/2mv^2 and the speed used is twice than the speed found in c(i) so.. 16m/s and k is from the beginning 1250N/m and m is 25g and x you're going to get as 72mmCan someone please explain question 4c(ii)
http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Physics (9702)/9702_s11_qp_23.pdf
http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Physics (9702)/9702_s11_ms_23.pdf
I don't get how they are finding the extension
hmm.. well you can't add them cause if the resistive force was equal to the downward forces, the dude would be hanging in midair... I don't have a very good explaination for this but think of it like this.. since the guy is falling downwards and there is no force pushing him downwards, so no force causing acceleration to make him go towards the ground except for gravity. Gravity is the only force providing accelertion... so shouldn't the accelerating force be 880N itself...? shouldn't the acceleration be 9.81m/s/s?http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Physics (9702)/9702_w09_qp_21.pdf
2c(ii) WHy is acceleration and weight getting subtracted. is the acceleration actually the dec. and given in negative???
For uncertainties do this 5/400*answer of 1/hHow do we find the uncertainties in 2(b)? http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Physics (9702)/9702_s11_qp_51.pdf
What's so difficult about this one? :S
R² = V/πL
So by calculation, R = 0.489 cm
For the uncertainties since the values are multiplied/divided you're to add the fractional uncertainties. So you get
(ΔR/R)x2 = ΔV/V + ΔL/L = 0.5/15 + 0.1/20 = 23/600
ΔR/0.489 = 23/1200
ΔR = 0.00937 cm
So R = 0.489 ± 0.009 cm
---------------------------------------------------
Another way to do this would be when R = √(V/πL) = (V/πL)^(1/2) = [V^(1/2)]/[(πL)^(1/2)]
Now the fractional uncertainties would be written as:
ΔR/R = (ΔV/V) x 1/2 + (ΔL/L) x 1/2
...and so on.
hmm.. well you can't add them cause if the resistive force was equal to the downward forces, the dude would be hanging in midair... I don't have a very good explaination for this but think of it like this.. since the guy is falling downwards and there is no force pushing him downwards, so no force causing acceleration to make him go towards the ground except for gravity. Gravity is the only force providing accelertion... so shouldn't the accelerating force be 880N itself...? shouldn't the acceleration be 9.81m/s/s?
The logical answer is no, nothing falls with the acceleration of gravity in our world because of air resistance! Why is the accelerating force less than the weight ...because there's air resisting acting against weight! and hence decreasing the accelerating force... which technically is the same force as weight but it's being suppressed. So air resistance has to be the difference between weight and the accelerating force cause that's what come in betweeen them?
If I confused you further, really sorry..
Yeah but is the logic behind it. really confused!!!For uncertainties do this 5/400*answer of 1/h
Hmm yeahwell of course they collide at the same time! they collide with each other, how can they collide at different times -_-"
Yeah the formula isYeah but is the logic behind it. really confused!!!
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