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One angle of a parallelogram is `30^(@)` more than twice its adjacent angles. Find the measure of its adjacent angle.A. `50^(@)`B. `60^(@)`C. `70^(@)`D. `80^(@)` |
Answer» Correct Answer - A Let the adjacent angle be `x^(@)`. `:.` Given angle is `(2x^(@)+30^(@))` We know that the sum of the adjacent angles of a prallelogram is `180^(@)`. `implies (x^(@)+2x^(@)+30^(@))=180^(@)` `(3x^(@))=180^(@)-30^(@)` `x^(@)=(150^(@))/(3)` `:. x^(@)=50^(@)` Hence, the correct option is (a) . |
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