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In triangle ABC, ∠A is 44° and ∠B is 46°. If D is the point on side AB
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17 Feb 2022, 04:00
17 Feb 2022, 04:00
Expert Reply
00:00
Question Stats:
40% (01:22) correct
60% (01:45) wrong based on 15 sessions
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In triangle ABC, ∠A is 44° and ∠B is 46°. If D is the point on side AB such that CD⊥AB, which of the following is the shortest?
(A) AC
(B) AD
(C) BC
(D) BD
(E) AD
(A) AC
(B) AD
(C) BC
(D) BD
(E) AD
Re: In triangle ABC, ∠A is 44° and ∠B is 46°. If D is the point on side AB
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17 Feb 2022, 05:45
17 Feb 2022, 05:45
Carcass wrote:
In triangle ABC, ∠A is 44° and ∠B is 46°. If D is the point on side AB such that CD⊥AB, which of the following is the shortest?
(A) AC
(B) AD
(C) BC
(D) BD
(E) AD
(A) AC
(B) AD
(C) BC
(D) BD
(E) AD
Carcass, didn't find CD in the options and AD appeared twice.
Re: In triangle ABC, ∠A is 44° and ∠B is 46°. If D is the point on side AB
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17 Feb 2022, 06:17
17 Feb 2022, 06:17
1
Expert Reply
AkkuJi wrote:
Carcass wrote:
In triangle ABC, ∠A is 44° and ∠B is 46°. If D is the point on side AB such that CD⊥AB, which of the following is the shortest?
(A) AC
(B) AD
(C) BC
(D) BD
(E) AD
(A) AC
(B) AD
(C) BC
(D) BD
(E) AD
Carcass, didn't find CD in the options and AD appeared twice.
True Sir
Maybe some typo in the book. The question as it is written is correct, though
