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एक 10 सेमी लम्बी रेखा को 3 : 2 के अनुपात में अन्त:विभाजित करें।

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रचना के चरणः

चरण 1: एक रेखाखण्ड AB = 10 सेमी खींचिए।

चरण 2: एक किरण AX, एक न्यूनकोण ∠ BAX बनाते हुए खींची।

चरण 3: AX के सापेक्ष बिन्दुओं  5 (= 3 + 2) A1, A2, A3, A4 तथा A5 को इस प्रकार चिन्हित कीजिए कि

AA1 = A1A2 = … = A4A5

चरण 4: A5B को मिलाया।

चरण 5: बिन्दु A3 से, A3P || A5B खींचा जो रेखाखण्ड AB को बिन्दु P पर काटता है। 

स्पष्टतः P वह बिन्दु है जो रेखाखण्ड AB को 3 : 2 के अनुपात में विभाजित करता है।

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