Question
Under Section 19(8), what is the difference between a
'counter-claim' and a 'set-off' in DRT proceedings?Solution
Section 19(8) allows the defendant to set up a counter-claim against the applicant's claim for any right or claim in respect of a cause of action accruing to the defendant against the applicant - either before or after the filing of the application but before the defendant delivers his defence - whether such counter-claim is in the nature of a claim for damages or not. In contrast, Section 19(6) restricts set-off to an 'ascertained sum of money legally recoverable' by the defendant. A counter-claim is thus broader - it can include unliquidated claims and claims for damages. Under Section 19(9), a counter-claim has the same effect as a cross-suit enabling the Tribunal to pass a final order on both the original claim and the counter-claim.
If Γ stands for 'addition', Γ· stands for 'subtraction', + stands for 'multiplication' and - stands for 'division', then 31 Γ 18 Γ· 20 - 5 + 9 = ?
Which among the given operators should replace the β%β (in the same order) in the given expression below:
5 % 10 % 5 % 36 % 15 % 6
What is the code for βitβ?
If A denotes β+β, B denotes βΓβ, C denotes βββ, and D denotes βΓ·β, then what will come in place of β?β in the following equation...
What will be the value of the given expression after the following interchanges?
Expression: 240 Γ· 15 + 12 x 6 β 25
Interchanges: ...
'!' means 'Γ·', '$' means ' X ', '#' means '+' and '&' means '-' then what would be the value of the expression given below?
Expression: 63 $ ...
Which among the given operators should replace the β%β (in the same order) in the given expression below:
6 % 11 % 6 % 37 % 30 % 7
If βΓ·β means β-β, β-β mean β+β, β+β means βΓβ and βΓβ means βΓ·β, compute the value of the expression:
132 Γ ...
If 14 (16) 8 and 28 (20) 5, then what is the value of A in 63 (A) 4?
Select the correct combination of mathematical signs that can sequentially replace the * signs and make the equation correct.
45 $ 5 $ 68 $ 17$ 12 = 37