Respuesta :
parallelogram has 2 pairs of angles as well as a sum angle of 360
therefore, another angle is also 24°and the other two are 360-24*2=312. 312/2=156
four angles are 24,24,156,156
therefore, another angle is also 24°and the other two are 360-24*2=312. 312/2=156
four angles are 24,24,156,156
The sum of the angles in a parallelogram is 360°.
a+b+c+d=360°
The opposite angles in the parallelogram are congruent.
a=c
b=d
So if a=24°... and we know a=c, then c=24°.
a=24
c=24
b=?
d=?
a+b+c+d=360°
plug in the data we know
24+b+24+d=360
48+b+d=360
b+d=312
If b+d=312, and we know that they are congruent, then to find their values just divide 312 by 2
312/2=156°
b=156°
d=156°
a+b+c+d=360°
The opposite angles in the parallelogram are congruent.
a=c
b=d
So if a=24°... and we know a=c, then c=24°.
a=24
c=24
b=?
d=?
a+b+c+d=360°
plug in the data we know
24+b+24+d=360
48+b+d=360
b+d=312
If b+d=312, and we know that they are congruent, then to find their values just divide 312 by 2
312/2=156°
b=156°
d=156°