Measurses of opposite angles of a parallelogram.are (3x-2)* an [50-x)*

1.	Measurses of opposite angles of a parallelogram.are (3x-2)* an [50-x)* find the measure ofmeasure of its each angle
Answer» Step-by-step explanation: as we know that the OPPOSITE angles in llgm are equal. therefore, = 3X - 2 = 50-x = 3x + x = 50+2 = 4x = 52 = x = 13 opposite angles = 50 - x or 3x-2 = 50- 13= 37degrees angle adjacent to these angle are 180 - 37 = 143 degrees. as we know that the sum of adjacent angles in a llgm are 180degrees HOPE YOU UNDERSTAND IT *PLEASE* MAR**K AS BRAINLIEST

Measurses of opposite angles of a parallelogram.are (3x-2)* an [50-x)* find the measure ofmeasure of its each angle

Answer»

Step-by-step explanation:

as we know that the OPPOSITE angles in llgm are equal.

therefore, = 3X - 2 = 50-x

= 3x + x = 50+2

= 4x = 52

= x = 13

opposite angles = 50 - x or 3x-2 = 50- 13= 37degrees

angle adjacent to these angle are 180 - 37 = 143 degrees. as we know that the sum of adjacent angles in a llgm are 180degrees