The product to is equal to :

🧠 Reading the Question — Rewrite Each Factor as a Power of 2; Exponent Sum is an Arithmetic-Geometric Series Read the product slowly: . Every factor is a power of 2: , , . So we can rewrite: . The exponent is — an arithmetic-geometric series. The numerator is arithmetic () and the denominator is geometric (). The standard sum: for . We need . So the product is . The habit: when an infinite product mixes powers of a common base with shifting exponents, take logs (or pull the common base

SQSR-037: The product [formula] to [formula] is equal to :... | JEE Main 2020 · Jan · S-I

SQSR-037L3 JEE Main 2020 · Jan · S-I

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SQSR-036

SQSR-038

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