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Do you mean the root mean squared(rms) voltage? It is simply the amount of direct voltage that gives the same Power to the resistor as the AC. That's how I've understood it..
Whats holding the object in place is friction.June 08
P4
Q1 (c)
If centripetal force increases shouldn't the object be more likely to contnue its circular motion ??
http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Physics (9702)/9702_s08_qp_4.pdf
http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Physics (9702)/9702_s08_ms_4.pdf
That is what I did, but it ended up as:well why we used two different power ratings......to make allowance for heat losses.......so assume that Ploss is same in both cases.....now set up 2 simultaneous eq. and solve
exactly the other condition is during change of state solid or liquids tend to expand hence they do workdone but internal internal energy increasing good job mateNever said anything was wrong...It depends on what formula you are using.
Stick to the CIE formula and mentality :- INCREASE IN INTERNAL ENERGY = THERMAL ENERGY SUPPLIED TO SYSTEM +++++ WORK DONE ON THE SYSTEM.
The other formula is mentioned in sources is :- INCREASE IN INTERNAL ENERGY = THERMAL ENERGY SUPPLIED TO SYSTEM -------- WORK DONE BY THE SYSTEM.
P.S:- Capslock was used just to make it clearer, no feelings involved
well heat loss is not same ...its the power loss that is same ....so use Pt instead of HEAT LOOSS IS sameThat is what I did, but it ended up as:
40x190 = 0.85 x 18 x c + Heat lost
7600 = 15.3 x c + Heat Lost (1)
and 6840 = 15.3 x c + Heat Lost (2)
But if I subtract the 2 equations both heat lost and 15.3c will be cancelled :/
What should I do next?
Thank you
Oh, I got it !well heat loss is not same ...its the power loss that is same ....so use Pt instead of HEAT LOOSS IS same
Total Capacitance in series = 67/2Can someone pls answer the last part of Q4....exam style question in chadha's book...Chapter 24 capacitance??
No the TOTAL CHANGE in Intenal Energy of WHOLE Cycle PQRP = 0...so for the last change workdone should be -480 J and increase in internal energy is 0?
Thank You!
1. for an Ideal gas, PE = 0 and since constant temperature thus KE = o so internal energy U = 0. During compression Work is done ON the gas so W is +. Which leads to q is ( - ) as U= w + qMay June 2004 paper 4- Question 6 about the internal energy i donot understand anyhing. Plzz anyone can explain me?
Thanks a lot1. for an Ideal gas, PE = 0 and since constant temperature thus KE = o so internal energy U = 0. During compression Work is done ON the gas so W is +. Which leads to q is ( - ) as U= w + q
2. No Expansion thus w = 0. Heating means thermal energy is supplied to system so q is +, which leads to U is +
3. during melting heat is supplied to the system so q is +. about the o w I am not sure about it :/
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