Çözüldü Thales's Theorem - Similar Triangles

Konusu 'Ivır Zıvır Sorular - Sohbet (Trivial Questions - Chat)' forumundadır ve Honore tarafından 17 Temmuz 2021 başlatılmıştır.

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  1. Honore

    Honore Yönetici Yönetici

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    From Eastern Michigan University:

    Lee walks on top of a pole’s shadow toward the tip of the shadow of the pole. When Lee is 30 feet from the pole, the tip of the two shadows meet at a point 5 feet in front of Lee. Find the height of the pole given that Lee is 6 feet tall.

    https://www.emich.edu/mathematics-statistics/placement/materials.php
    ("Practice questions for the advanced math assessment", 9th Question)

    Drawing the relevant illustration is homework to the interested students.

    Height of the pole: p feet
    Applying Thales's Theorem for the similar triangles; 5 / 6 = (5 + 30) / p ⇒ p = 42 feet.
    Honore, 17 Temmuz 2021
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