3. Tiwo opposite angles of a parallelogram are(3x-2) and (63-2x). Find

1.	3. Tiwo opposite angles of a parallelogram are(3x-2) and (63-2x). Find all the angles of the parallelogram
Answer» opposite angle of parallelogram are equal3x - 2 = 63 - 2x3x + 2x = 63 + 25x = 65°x = 65°/5x = 13° So, the angle is 3x - 2 = 3× 13° - 2 = 37Adjacent angles of parallelogram sum to 180°, let the angle be yso, y = 180° - 37° = 143°,so, angles are 143°, 37°

3. Tiwo opposite angles of a parallelogram are(3x-2) and (63-2x). Find all the angles of the parallelogram

Answer»

opposite angle of parallelogram are equal3x - 2 = 63 - 2x3x + 2x = 63 + 25x = 65°x = 65°/5x = 13°

So, the angle is 3x - 2 = 3× 13° - 2 = 37Adjacent angles of parallelogram sum to 180°, let the angle be yso, y = 180° - 37° = 143°,so, angles are 143°, 37°

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3. Tiwo opposite angles of a parallelogram are(3x-2) and (63-2x). Find all the angles of the parallelogram

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