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obr*** said:for q.11 da formula ov elastic collision is applied
that is;
Relative speed of approach = relative speed of departure
Ua - Ub = Vb - Va
then according to da directions v put da signs lyk:
(+ Ua) - (- Ub) = (+ Vb) - (+ Va)
so finally v get:
Ua + Ub = Vb - Va
that is part A
1992 said:obr*** said:for q.11 da formula ov elastic collision is applied
that is;
Relative speed of approach = relative speed of departure
Ua - Ub = Vb - Va
then according to da directions v put da signs lyk:
(+ Ua) - (- Ub) = (+ Vb) - (+ Va)
so finally v get:
Ua + Ub = Vb - Va
that is part A
this question i still dont understand, why is it ( Ua - Ub = Vb - Va) is this the equation for the elastic collision??
obr*** said:for q.36
we will find the potentials or voltages at X and at Y
then we will subtract them
at X the potential is
2 - (2/3) = 4/3 (V)
at Y the potential is
2 - (4/3) = 2/3 (V)
nw we will subtract Y from X
(4/3) - (2/3) = 2/3 (V)
so our ans is A
obr*** said:for q.35
now as the voltage across XY decreases the voltage across XN will also decreases
for zero deflection we have to increase the value of voltage to the same value as it was before
we will get that value near Y
becux near X the voltage will further decrease as length is directly proportional to pd across it
so our ans is D
1992 said:obr*** said:for q.36
we will find the potentials or voltages at X and at Y
then we will subtract them
at X the potential is
2 - (2/3) = 4/3 (V)
at Y the potential is
2 - (4/3) = 2/3 (V)
nw we will subtract Y from X
(4/3) - (2/3) = 2/3 (V)
so our ans is A
At X, whre do u get 2/3 ??
And at Y, 4/3?
sanakhalil said:the formula is..
R=$L/A
r=resistance
$=resistivity
L=length
A=area
now...R=V/I
so accordig to the equation.....V is directly propotional to the length
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