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Given that  ∠A = 50° ∠C = 35° ∠E = ?

  • a)
    95°

  • b)
    105°

  • c)
    45°

  • d)
    65°

Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Given that∠A = 50°∠C = 35°∠E = ?a)95°b)105°...
∠A = 50° ∠C = 35°
so  ∠A +∠B + ∠C = 180°
      ∠B = 180 - ∠B -∠C
      ∠B = 180 - 50° - 35°
      ∠B = 180 - 85°
      ∠B = 95°
By similarity ∠B = ∠E
so ∠E = 95°
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Most Upvoted Answer
Given that∠A = 50°∠C = 35°∠E = ?a)95°b)105°...
Since the two triangles are similar so
angle B= angle E
so in triangle ABC if you find the value of angle B then u Will find the answer as 95.
because sum of these three angles of the triangle is 180.and
angle B= 180-(angle A+ angle C)
so angle B=180-(50+35)
angle B=95.
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Community Answer
Given that∠A = 50°∠C = 35°∠E = ?a)95°b)105°...
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