Question

In the given figure, if lines l and m are parallel, then find the value of x.​

Answer 1

vale of x = x + 90 ° = 125° (exterior angle theorem)

x = 125° - 90° = 35°

Answer 2

ANSWER

ANSWERGiven, l∥m

ANSWERGiven, l∥m∠x and 44

ANSWERGiven, l∥m∠x and 44 ∘

ANSWERGiven, l∥m∠x and 44 ∘ are co interior angles. Sum of the co - interior angles is 180

ANSWERGiven, l∥m∠x and 44 ∘ are co interior angles. Sum of the co - interior angles is 180 ∘

ANSWERGiven, l∥m∠x and 44 ∘ are co interior angles. Sum of the co - interior angles is 180 ∘ .

ANSWERGiven, l∥m∠x and 44 ∘ are co interior angles. Sum of the co - interior angles is 180 ∘ .Hence, ∠x+44=180

ANSWERGiven, l∥m∠x and 44 ∘ are co interior angles. Sum of the co - interior angles is 180 ∘ .Hence, ∠x+44=180∠x=136

ANSWERGiven, l∥m∠x and 44 ∘ are co interior angles. Sum of the co - interior angles is 180 ∘ .Hence, ∠x+44=180∠x=136 ∘

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