The adjacent angles of a parallelogram are 2x-4 and (3x-1) . Find the measures of all the angles of a parallelogram .
Answers
Answered by
30
Sum of adjacent angles of a parallelogram=180°
2x-4+3x-1=180
5x-5=180
x-1=36(Dividing by 5)
x=37°
Since opposite angles are equal,
two angles are
2x-4
=74-4
=70°
ad other two are
3x-1
=111-1
=110°
2x-4+3x-1=180
5x-5=180
x-1=36(Dividing by 5)
x=37°
Since opposite angles are equal,
two angles are
2x-4
=74-4
=70°
ad other two are
3x-1
=111-1
=110°
Answered by
12
since sum of adjacent angles of a parallelogram is 180
2x-4+[3x-1] = 180
2x+3x-4-1 = 180
5x =180+5
x = 185/5
x =37
therefore <1=2x-4=2*37-4=70
<2=3x-1=3*37-1=110
<3=<1=70 {opposite angles of parallelogram is equal}
<4=<2=110 {opposite angles of parallelogram is equal}
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