08-11-2004, 11:01 PM
மேற் கூறிய முறையை தொடர்ந்தால்
d3 = 4 T3
(625 - d1 - d2) + (625 - d1 - d2 - d3) = V T3
=> 2(625) - 2(d1 + d2) - d3 = VT3
=> 2(625) - 2(d1 + d2) = (V + 4) T3
=> 2(625) - 2(4T1 + 4T2) = (V + 4) T3
=> 2(625) - 8(T1 + T2) = (V + 4) T3
Substitute T1 by 2(625)/(V + 4) and
T2 by 2(625)(V - 4) / (V + 4)^2
it simplifies to
2(625) - 16(625)[2V/(V + 4)^2] = (V + 4) T3
=> T3 = 2(625) (V-4)^2 / (V + 4)^3
Similarly
T4 = 2(625) (V - 4)^3 / (V + 4)^4
d3 = 4 T3
(625 - d1 - d2) + (625 - d1 - d2 - d3) = V T3
=> 2(625) - 2(d1 + d2) - d3 = VT3
=> 2(625) - 2(d1 + d2) = (V + 4) T3
=> 2(625) - 2(4T1 + 4T2) = (V + 4) T3
=> 2(625) - 8(T1 + T2) = (V + 4) T3
Substitute T1 by 2(625)/(V + 4) and
T2 by 2(625)(V - 4) / (V + 4)^2
it simplifies to
2(625) - 16(625)[2V/(V + 4)^2] = (V + 4) T3
=> T3 = 2(625) (V-4)^2 / (V + 4)^3
Similarly
T4 = 2(625) (V - 4)^3 / (V + 4)^4
<b> . .</b>

