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In Fig. 8.5. AABC is isosceles with AB = AC. Find the values of Xandy |
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Answer» We know that the sum of the interior angles of a triangle is 180 °.then, A+B+C=180° A+B+30°=180°A+B=150°so, A=B=75° (Given, A=B)find the value of x and y ,x=180°-75°=105° ....( from external Angle.) y=180°-75°=105° Hence, x=y=105°
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