Let . Then is equal to

🧠 Mixed and — Split into Real and Imaginary Parts Read the equation . It mixes , , and . The cleanest first move for any equation with both and (not just ) is direct substitution , expand, match real and imaginary parts. This is the habit by now: clever complex-only manipulations don't exist for mixed- equations. Substitute , expand, get two real equations, factor, solve. First step: write , expand , match with . Factor the resulting equations. 🗺️ Working It Out With : and . . . (

CMPL-054: Let [formula]. Then [formula] is equal to... | JEE Main 2023 · Apr · S-II

CMPL-054L3 JEE Main 2023 · Apr · S-II

Expert Solution

CMPL-053

CMPL-055

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