Justify the following statement:
The nominee of the member of OPC becomes its member on the death of the member.
Answered Feb 05, 2023
`V_(1) = 2m^(3), P_(1) = 4xx10^(5)Nm^(-2)` , `" "` `V_(2) = 0.5m^(3)` In adiabatic process `" "` `P_(1)V_(1)^(gamma) = P_(2)V_(2)^(gamma) implies P_(2) = 4xx10^(5)[(2)/(0.5)]^(1.4) = 4xx10^(5) (4)^(1.4) = 2.8xx 10Nm^(-2)`...
Correct Answer - B For adiabatic process `P_(1)V_(1)^(gamma) = P_(2)V_(2)^(gamma) implies P_(0)V_(0)^(gamma) = ((8)/(3sqrt(3))P_(0)) ((3)/(4)V_(0))^(gamma)` `(" …")` (i) Also , `T_(1)V_(1)^(gamma-1) = T_(2)V_(2)^(gamma-1) = implies TV_(0)^(gamma-1) = T_(2)((3)/(4)V_(0))^(gamma-1)` `( .....)` (ii)...
Correct Answer - `(i) f= 5 (ii) W = 12.3 PV` For polytropic process `T_(1)V_(1)^(n-1) = T_(2)V_(2)^(n-1) implies TV^(n-1) = (T)/(2)(5.66V)^(n-1) implies 2 = 5.66^(n-1)` Taking log both sides `ln2 =...
Correct Answer - B Statement-1:`Ba(OH)_(2)+CO_(2)toBaCO_(3)darr (white) +H_(2)O, BaCO_(3) + H_(2)O+CO_(2) to Ba(HCO_(3))_(2)` Statement-2:`2Ag^(+) + CO_(3)^(2-) to Ag_(2)CO_(3) darr ("white"),Ag_(2)CO_(3) darr overset(Delta) to Ag_(2)O darr ("brown") +CO_(2) uarr`
(a) `T_(1)V_(1)^(gamma-1)=T_(2)V_(2)^(gamma-1)` `300xxV^(1//3)=T_(1)xx(27 V)^(1//3) rArrT_(2)=100K` (b) `Delta E=q+W` For reversible adiabatic process, `q=0` `Delta U=W` `rArr W=nC_(v)Delta T` `rArr W=1xx25.08xx(100-300)= -5.016 KJ`
i. Forfeiture of shares ii. Application and Allotment of shares
i. Member ii. Member of a Company iii. Director
i. A Guardian/Mai or person can be a member of a company. ii. The Partnership firm cannot be a member of a company.
Correct Answer - 1215.14 Å
The person nominated on the board by a major/dominant shareholder is known as the nominee director
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