WebIn a ABC,AB=AC and ∠A=50 o. Find ∠B and ∠C. Medium Solution Verified by Toppr We can see that, ∠B = ∠C (Since AB = AC) ∠B + ∠C + ∠A = 180 ∘ [sum of all the angles of a triangle is 180 o] ⇒∠B + ∠C = 180 ∘−50 ∘ ⇒ 2∠C = 180 ∘−50 ∘ ⇒∠C = 2130 ∘ ⇒∠B = 65 ∘ and ∠C = 65 ∘ Was this answer helpful? 0 0 Similar questions Webm∠B =20. What is m∠A? 1) 50 2) 70 3) 110 4) 150 3 In the accompanying diagram of ABC, AB is extended through D, m∠CBD =30, and AB ≅BC. What is the measure of ∠A? 1) 15° 2) 30° 3) 75° 4) 150° 4 Triangle ABC, with side AC extended to D, is shown in the accompanying diagram. If ∠ABC =63 and mBCD 92, what is BAC?
In ABC, if AB = AC and ∠ B =50∘, then ∠ C is equal toA. 40∘B. 50∘C. 80∘
WebSep 21, 2024 · Answer: (a) Q.3. Assertion: Two angles measures a – 60° and 123º – 2a. If each one is opposite to equal sides of an isosceles triangle, then the value of a is 61°. … WebThe steps of construction of a triangle when its base, a base angle and sum of other two sides are given are :-1. Draw base BC = 5 cm and construct ∠ B= 60. 2. With centre B and radius 8cm (AB + AC = 8 cm) draw an arc to cut BX at D. 3. Join CD and draw the perpendicular bisector of CD to meet BD at A. 4. Join AC to get the required triangle ABC. derek ober northwestern mutual
In a triangle ABC, AB =AC and Angle B =50 degree and …
WebApr 13, 2024 · In the figure below, line AB is parallel to line CD. Angle ABX=42° and angle CDX=36° What is the value of the reflex angle RXD? 282° 78° 272° 102° Draw triangle ABC in which Line AB-5cm. angle ABC-85° and angle CAB 55°. Draw a perpedicular line from point B to meet line AC at point D. What is the length of the perpedicular line BD? 4 ... WebIn ΔABC, if AB=AC and ∠B=50 0, then ∠A is equal to: A 40 0 B 50 0 C 80 0 D 130 0 Medium Solution Verified by Toppr Correct option is C) Given, AB=AC and ∠B=50 o We have to find ∠A As ∠B=50 o, we have ∠C=50 o Therefore, ∠A+∠B+∠C=180 o ⇒50+50+∠A=180 o ⇒100+∠A=180 o ⇒∠A=80 o Was this answer helpful? 0 0 Similar questions Web(3,5 points) ABC est un triangle tel que : AB = 2; AC = √5 : BC = 3 1) Montrer que ABC est un triangle rectangle. 2) Calculer les rapports trigonométrique de l'angle ABC. 3) Soit H la projection orthogonale de A sur (BC). En utilisant sin ABC dans les deux triangle ABC et AHB, A Montrer que: AH = 2V/50 2√5 3 2 B H 3 . Pergunta de ideia derannitouchet - derek of gosford park crossword clue