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Physics: Post your doubts here!

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Oct/Nov 2010 /21 6.b . Please give me the solution with complete explanation. URGENT
Okay, this is how i did this :
Power=V^2/R, therefore resistance of a heater is, R= V^2/P
R= 230^2/1000= 52.9 ohms

(i) Since the heaters are in parallel therefore voltage across them would be 230V
Total resistance of the circuit= 52.9/2= 26.45 Ohms
therefore power diss...= 230^2/26.45= 2000W= 2KW

(ii) Series combination, voltage across the heaters would be 115V
Total resistance of the circuit= 52.9*2= 105.8
therefore power diss...= 230^2/105.8= 500W= 0.5KW

(iii) bottom are parallel to each other, therefore their effective resistance= 26.45ohms
therefore the total resistance of the circuit= 26.45+52.9= 79.35 ohms

power diss..= 230^2/79.35= 666.6666...= 0.67KW

Hope it helps :)
 
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Suchal Riaz My teacher had not teach me anytime to half. Do we have to half ? o_O :'(
idk what you are talking about. i guess it's error?
powers multiply:
V=r²
so dV/V = 2dr/R
dR/R means fractional error in R(convention). like in R= 3 +- 0.1 R=3 and dR=0.1 so fractional error is 0.1/3=dR/R
when multiplying or dividing the fractional error add and if the power multiply.
such as :
M=AZⁿ
dM/M = dA/A + n(dZ/Z)
and dM = M[ dA/A + n(dZ/Z) ]
 
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They just rounded the value of .492 to .5. You will use the actual value of 44.1 and .492. Round the answer to 3 sig figures at the end
What are you talking about ?????
Mark scheme has :¬
current = 230 /44.6<---------------------------------------- How 44.6 ? ( this is the doubt)
power = (230 /44.6)2 * 44.1
= 1170 W
 
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please can someone explain the questions 2a) and 6bi) from the paper

http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Physics (9702)/9702_w08_qp_2.pdf

in q 2a), why do we use 12.8 and 29.3 m in the equations to find the velocity. please explain. Thanks in advance
We know that the breaks were applied when the skid marks appeard. We also know the final speed would be zero. Use
2as = vsquare - u square
for second part he is asking the time interval before the brakes were applied

Just use s = ut + 1/2atsquare ( no acceleration)
 
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