Question
As per the revised SEBI AIF Regulations, a large value
fund for accredited investors means an Alternative Investment Fund (AIF) in which each investor is an accredited investor and invests not less than ______Solution
As per the revised SEBI AIF Regulations in 2025, “large value fund for accredited investors” means an Alternative Investment Fund (AIF) or scheme of an AIF in which each investor (other than the Manager, Sponsor, employees or directors of the AIF or employees or directors of the Manager) is an accredited investor and invests not less than Rs.25 crore (In 2025, this was reduced from Rs.70 crore earlier) Relaxations given to such funds include: • In comparison to 25% in case of Category I and II of AIF, large value funds for accredited investors of Category I and II may invest up to 50% of investable funds in an investee company. • In comparison to 10% in case of Category III of AIF, large value funds for accredited investors of Category III may invest up to 20% of investable funds in an investee company. • Tenure of the close ended AIF for large value funds for accredited investors may be permitted to extend beyond 5 years (increased from 2 years earlier), subject to approval of two-thirds of the unit holders by value of their investment in the AIF.Â
If a + (1/a) = 2, then find the value of (a5 + a3 + 6)/(7a – 5).Â
If 125x3 - 216y3 = (5x - Ay) X (Bx2 + 36y2 + Cxy), then find the value of 3 X (2A + 6B) - 2C.
If a = 2 + √3, then the value of `(a^(6) + a^(4) + a^(2) + 1)/(a^(3))` is
If p = 11, then what is the value of Â
25, 25.8, 27.4, 29, 33, 37
If a² + c² + 17 = 2(a - 8b - 2c²), then what is the value of (a³ + b³ + c³)?
- If 25% of Rs. 3,200 is equal to 40% of Rs. 'X', then find the value of 'X'.
The average of three numbers a, b and c is 2 more than c. The average of a and b is 48. If d is 10 less than c, then the average of c and d is:
Fing the value of:
[(1024)(n/5) × (4)(2n+1) ] / [(16)n × (4)(n-1) ]
A solid metallic sphere of radius 15 cm is melted and recast into spherical balls of radius 3 cm each. What is the ratio of the surface area of the orig...