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Updated on: 15 Sep 2025, 08:54
Originally posted by napolean92728 on 11 Aug 2025, 09:44.
Last edited by napolean92728 on 15 Sep 2025, 08:54, edited 1 time in total.
Last edited by napolean92728 on 15 Sep 2025, 08:54, edited 1 time in total.
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In ∆ABC, AB = 16, BC = 20, AC = 18. D and E are
the points on lines AB and AC respectively such that
AD + AE = 25 and the area of ∆ADE is half the area of
∆ABC. Find DE^2
(A) 225 (B) 247 (C) 186 (D) 121
the points on lines AB and AC respectively such that
AD + AE = 25 and the area of ∆ADE is half the area of
∆ABC. Find DE^2
(A) 225 (B) 247 (C) 186 (D) 121
