Question
Under Section 10A of the Payment and Settlement Systems
Act, 2007, Bank Z imposes the following charges on customers: (i) ₹10 per NEFT transaction; (ii) ₹15 per RTGS transaction; (iii) ₹5 per mobile app-based fund transfer; (iv) ₹20 administrative fee on "Electronic Fund Transfer (EFT) Instructions." Bank Z claims these are administratively justified. Which of the following correctly applies Section 10A?Solution
Explanation: Section 10A of the PSSA, 2007 states: "No bank or payment system provider shall impose any charge on a customer for using any electronic mode of payment for making payments or for receiving payments." The provision is categorical and unqualified. "Electronic mode of payment" encompasses NEFT, RTGS, mobile transfers, UPI, and all system-facilitated digital transfers. The statute does NOT distinguish between consumer/commercial transactions or between transaction types. The RBI has consistently interpreted Section 10A to mean that charges on electronic transactions are prohibited per se. Bank Z's charges (i) NEFT, (ii) RTGS, and (iii) mobile transfers directly violate this provision. Charge (iv), labeled "administrative fee," also violates Section 10A if it is contingent on using electronic modes. The Supreme Court has upheld this interpretation, holding that banks must absorb electronic transaction processing costs and cannot pass them to customers. Section 26(6) provides penalties for contravention: fine up to ₹10 lakhs, and if continuing, ₹25,000 per day. Thus, option (B) correctly applies Section 10A's absolute prohibition.
If (4x + 3y): (28x - y) = 1: 5, then what is the value of (3x 2 Â + 4y 2 ): (7x 2 Â + 2y 2 )?
If x2 – 8√2x + 1 = 0, then what is the value of x3 + 1/x3.
If 70% of ‘y’ is 25% more than 30% of 140, then value of ‘y’ is:
If a + b + c = 14 and ab + bc + ca = 60, then find the value of a² + b² + c².
If ab + bc + ca = 0
Find the value of 1/(a2 - bc) + 1/(b2 - ca) + 1/(c2 - ab)

If x, y and z are real numbers such that (x-5)2+(y-7)2+(z-9)2= 0 then (x+y+z) is equal to
Out of total number of people in an office, 40% are males. Ratio of number of married to that of unmarried people in the office is 3:2 while ratio of nu...
In â–³ ABC, AB = AC. A circle drawn through B touches AC at D and intersect AB at P. If D is the midpoint of AC and AP = 2.5 cm, then AB is equal to:
If, ( a + b = 20 ) and ( a² + b² = 208 ), then find the value of (a³ + b³).