Question:

P, Q and R made a joint promise to give S a sum of Rs.3000. S recovered the whole amount from P. Q was declared insolvent and cannot give anything. Which statement out of the following is correct?

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Q is insolvent, so only two solvent promisors are left to carry Rs. 3000 between them. Split the whole debt between P and R equally.
Updated On: Jul 17, 2026
  • P cannot get anything from R.
  • P can recover Rs.1000 from R.
  • P can recover Rs.1500 from R
  • P can recover Rs.2000 from R.
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The Correct Option is C

Solution and Explanation

Step 1: Understanding the Question.
P, Q and R promised S the same sum of Rs. 3000 together, so they are joint promisors. S chose to squeeze the entire amount out of P alone. The question is how much P can now claw back from R, given that Q is insolvent and can pay nothing.

Step 2: The Rules Being Tested.
The Contract Act sets out two rules for joint promisors.
First, the promisee may compel any one or more of the joint promisors to perform the whole promise. So S was entitled to recover the full Rs. 3000 from P alone, and P cannot complain about that.
Second, the promisor who has performed can compel the other joint promisors to contribute equally. If any one of them cannot pay, the remaining solvent promisors share that defaulter's share equally between themselves.

Step 3: Work out the shares if everyone were solvent.
There are three joint promisors and the debt is Rs. 3000.
\[ \text{Equal share} = \frac{3000}{3} = 1000 \]
So in the normal course, P, Q and R would each bear Rs. 1000. Having paid the whole Rs. 3000, P would recover Rs. 1000 from Q and Rs. 1000 from R.

Step 4: Adjust for Q's insolvency.
Q is insolvent and can pay nothing, so his Rs. 1000 share cannot be collected. That deficiency does not fall on P alone. It is shared equally by the solvent promisors, who are P and R.
\[ \text{Extra load on each solvent promisor} = \frac{1000}{2} = 500 \]
So R's total burden becomes his own share plus his half of Q's default.
\[ \text{R's liability} = 1000 + 500 = 1500 \]
P's own final burden is likewise Rs. 1500. Check the total: 1500 borne by P plus 1500 recovered from R gives Rs. 3000, which matches the sum actually paid to S.

Step 5: Why the other options fail.
Option (A) is wrong because the right of contribution among joint promisors is expressly given by statute. P is not left carrying the whole debt.
Option (B) stops at the equal one third share of Rs. 1000 and forgets to spread Q's default. It would leave P bearing Rs. 2000 and R only Rs. 1000, which is not equal treatment of the two solvent promisors.
Option (D) overshoots by loading Q's entire Rs. 1000 default onto R. The statute splits a defaulter's share among the solvent promisors, and P is a solvent promisor too, so P must bear half of it.

Final Answer:
P can recover Rs. 1500 from R.
\[ \boxed{\text{Rs. } 1500} \]
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