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1. |
Find the value of ‘x’ and ‘y’ in the triangle. |
Answer» In ∆TOP given ∠T = 6O, ∠O = y° ∠OPT = x° and ∠RPQ = 68° ∠OFT = ∠RPQ (Vertically, opposite angles are equal) x = 68° We know that in ∆TOP ∠T + ∠O + ∠P= 1800 ⇒ 60° + y° + x° = 180° ⇒ 60° + y° + 68° = 180° ⇒ 128° + y – 128° = 180°- 128° ∴ y = 52° ‘ ∴ x = 68°and y = 52° |
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