Question
In the case of Government subscribers in National
Pension System, the lump sum is payable to the nominees/legal heirs if the corpus is less than or equal toSolution
This 80:20 rule for premature exit will apply to both the Government and Non-Government sector subscribers of NPS joining between 18-60 years. However, in the case of the Non-Government sector, the person should be a subscriber for 10 years. Under PFRDA (Exit and Withdrawal) (Amendment) Regulations, 2021 dated 14th June 2021, the provisions related to the lump sum withdrawal were modified for the benefit of subscribers. According to a PFRDA circular dated 21st September 2021, if the corpus is equal to or below Rs 2.5 lakh, then the full amount will be paid as a lump sum to the subscriber. In normal exit, the full amount can be withdrawn as a lump sum if the corpus is less than or equal to Rs 5 lakh. If the corpus is above Rs 5 lakh, then at least 40% of the accumulated pension wealth of the Subscriber has to be utilized for the purchase of an Annuity.
- Five years from now, the sum of the ages of βXβ and βYβ will be 50 years. Ten years ago, βXβ was 8 years younger than βYβ. What will be the...
- The ratio of the current ages of X and Y is 5:6. In 4 years, the ratio will become 7:8. Find the present age of X.
- The present ages of βXβ and βYβ are in the ratio 7:9. After 4 years, their ages will be in the ratio 11:13. What was Xβs age 6 years before now?
Mohit is 4 years older than Nittu. The present age ratio of Nittu to Pawan is 11:6. Additionally, Mohit's current age is twice that of Pawan's. Based on...
Four years hence, age of 'P' will be 19 years. Ratio of present age of 'Q' to 'P' is 4 : 3. If 'R' is 5 years younger than 'Q', then find the age of 'R...
Present age of βMβ is 25% more than that of βNβ. 5 years ago, βMβ was 1.5 times as old as βNβ. Find the present age of βNβ.
...The sum of ages of organization members (including clerk and managers) is 380 years. The total ages of clerks and managers are in the ratio 1:3 and the ...
In 5 years from now, the ratio of ages of P and Q will be 9:5. If age of P after 15 years is 150% more than age of Q 10 years ago, find the difference b...
The ratio of age of A and his son is 11:3. If the difference of their ages 5 year ago is 24, then find the sum of ages of A and his son 14 year hence?
The respective ratio of the present ages of A and B is 5:6. The present age of C is 20% more than that of B. The sum of the present ages of A, B and C i...