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Home » From Zero to Hero: Your Guide to Flawless Multiplication (1–20!)! - Leaselab

From Zero to Hero: Your Guide to Flawless Multiplication (1–20!)! - Leaselab

📅 February 27, 2026 👤 scraface

Feb 27, 2026

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📌 So the only way is to find smallest m such that 45m is divisible by 18 and 45m not divisible by 90.

📌 45m ÷ 18 = (45/18)m = 2.5m → so m must be even for 2.5m integer.

📌 Let m = 2k → angle = 45×2k = 90k → multiple of 90 → invalid.

📌 So no solution? But that can't be.

📌 Alternative interpretation: "not a multiple of 90" means that the angle is divisible by 45, but when you divide by 90, remainder ≠ 0 — but 45, 135, etc., are not divisible by 18, so cannot be reached.

📌 But 135 is divisible by 45 — candidates: 45, 135, 225, 315, 405, 495, 585, 675

📌 Which of these are divisible by 18?

📌 / 18 = 2.5 → no

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