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PHY A2 HELP!
http://www.novapapers.com/images/PDF/CIE/A-LEVEL/Physics/2012nov/9702_w12_qp_41.pdf
Q9 bi } I get that we make a square wave but how do we figure out the cross over points?
check the coursebookhttp://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Physics (9702)/9702_s11_qp_21.pdf Q.7 b)i and ii) i dont understand how to draw them. also Q.1 c, i think the answer in the mark scheme is wrong. plz help me
i just checked what i did, in q.b) ii) i misread the calculator i put 10^-6 instead of 10^-8.check the coursebook
no,y its is wrong
uncertainity should be always in 1sf
Plz if anybody could also help me wid may 2012 paper 22 Q.6 part c ka part 2
please someone post the physics As paper 2 of may june 2002 with mark scheme.i will very thankful for that. May Allah give all of us success
Can someone please explain this question? Question 7c) I don't understand at all why alternating current cause this to happen. Thank you.
http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Physics (9702)/9702_s12_qp_41.pdf
http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Physics (9702)/9702_s12_ms_41.pdf
http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Physics (9702)/9702_s09_qp_2.pdf
No. 2 (b i).. it is a relatively simple question, but I'm kinda confused.
Change in momentum = momentum before - momentum after collision right?
So why did the marking scheme add the two velocities?
Please help me clear the doubt.. thanks!
Thank you so much. It helped a lot.Aoa wr wb,
Look, when you have a sinusoidal alternating current, it implies that the direction of currents in both of the wires keeps changing directions, and since the currents are in phase, it implies that they have currents flowing in the same direction at any particular time.
Now, the method to obtain the direction of force on wire B, is to use Fleming's Left Hand Rule. But before doing this, the direction of magnetic field experienced by wire B must be obtained by using Right Hand Grip Rule on wire A.
Since the currents are constantly changing, the direction of magnetic field will keep on changing.
However, the force on wire B will always be towards the left (towards wire A) because the direction of magnetic field AND the direction of current are both changing, hence your thumb will subsequently point towards wire A.
The force varies from '0' to a maximum value and the variation is sinusoidal, this is obvious since a sinusoidal alternating current is being applied.
The last statement in the marking scheme which states 'at twice frequency of the current' is what i still quite don't get.
Hope it helped
I had got -5.76 Ns but thought that I'm wrong since the marking scheme gave 5.76 as the answer.No. Change in momentum = final momentum - initial momentum = m(v-u)
taking <-- to be +
1.2(0.8) - 1.2(-4)
gives 5.76 Ns in the <-- direction as answer.
or if you take --> to be +
then
1.2(-0.8) - 1.2(4)
gives -5.76 Ns
the change is 5.76 Ns in <-- direction eitherway.
I had got -5.76 Ns but thought that I'm wrong since the marking scheme gave 5.76 as the answer.
Thanks a lot
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