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#32
Power = I^2 R
so power in Y = (I/2)^2 x 2R = I^2/2R
power in X = I^2 R
Y/X = 1/2 so answer is B
ty, could u plz help me with the other questions?
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#32
Power = I^2 R
so power in Y = (I/2)^2 x 2R = I^2/2R
power in X = I^2 R
Y/X = 1/2 so answer is B
Thanks a lot.Energy is always conserved so
Initial energy = final energy
so Ek = new Ek + change in Ep
(mu^2)/2 = (mv^2)/2 + mgh
cancel out all the m ( masses)
(u^2)/2 = (v^2)/2 + gh
28^2 /2 = v^2 / 2+ 9.81x22
392 = v^2 /2 + 215.82
v^2 /2 = 176.18
v^2 = 352.36
v = 18.8
answer is B
http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Physics (9702)/9702_s10_qp_11.pdf Q.9,Q.27,Q.29,Q.33
http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Physics (9702)/9702_w10_qp_11.pdf Q.18,Q.34 why arent the wires in the cable considered to be parallel i.e shouldnt we divide the R by 2 not multiply it by 2.
constructive interferenceHey anyone in progressive waves, anti nodal lines... does constructive or destructive interference take place on them?
constructive interference
"trolley is held at rest" so there is no net force
"trolley is held at rest" so there is no net force
nocan anyone provide me marking schemes of ON 2002 physics p1 ???
"trolley is held at rest" so there is no net force
so force from P must equal force from Q
F=kx so force in P = 60x0.4=24
Force in Q must equal 24 too
x= F/k = 24/120 = 0.2 answer is B
did the same!!!!!!!!!!!!! but the answer is D :/kinematics equation
s = ut + (at^2)/2
since initial speed is 0 so
s = (at^2)/2
substitute the values in
x = (a(t1)^2)/2
x + h = (a(t2)^2)/2
solve the simultaneous equations so
h = (a(t2)^2)/2 - (a(t1)^2)/2 = ((t2)^2 - (t1)^2) x a / 2
a = 2h/((t2)^2 - (t1)^2) so answer is C
I mean the answer is D sorry typoi
did the same!!!!!!!!!!!!! but the answer is D :/
oh lol. your working is right. i just saw your answer/ your working is right and your answer si right. the answer you got is in part D.kinematics equation
s = ut + (at^2)/2
since initial speed is 0 so
s = (at^2)/2
substitute the values in
x = (a(t1)^2)/2
x + h = (a(t2)^2)/2
solve the simultaneous equations so
h = (a(t2)^2)/2 - (a(t1)^2)/2 = ((t2)^2 - (t1)^2) x a / 2
a = 2h/((t2)^2 - (t1)^2) so answer is C
number of wavelengths of visible light in one metre?What r the no. pf wavelengths of visible light in one metre?
idkDude someone answer this question kindly!
What's the order of no. of wavelengths of visible light in one metre?
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