In the given figure, AB || DE. ∠A = 43∘ and ∠BDE = 57∘. The value of ∠B is ________.
43∘
34∘
57∘
75∘
It is given that the lines AB and DE are parallel. So BD is a transversal.
Therefore, ∠ABD = x =∠BDE = 57∘ (alternate interior angles)
In the given figure, AB || DE. ∠A=43∘ and ∠BDE=57∘. The value of ∠x is ________.
In the given figure, AB∥DE, ∠A=43∘ and ∠BDE=57∘. The value of ∠x is
In the given figure, AB || DE. ∠A = 43∘ and ∠BDE = 57∘. The value of ∠x is ________.
In the given figure, AB || DE. ∠A = 430 and ∠BDE = 570. The value of ∠x is ________.