bc bisects <bed, m<aeb=11x-12 and m<ced=4x+1 find m<aec
no way to tell.
If b,c,d are consecutive points on a circle with center at e, where is a in relation to them?
Its a straight line and angle bed is on the line with e = vertex
aeb is 1 line of the angle & aed is the other
ec shou.ld have been ec
To find the measure of angle AEC, we need to apply the Angle Addition Postulate. According to the postulate, the measure of an angle formed by two adjacent angles is equal to the sum of their measures.
As given, angle AEB is represented by the equation m<AEB = 11x - 12, and angle CED is represented by the equation m<CED = 4x + 1.
Since angle AEB and angle CED are adjacent angles, we can use the Angle Addition Postulate to find the measure of angle AEC:
m<AEC = m<AEB + m<CED
Substituting the given equations:
m<AEC = (11x - 12) + (4x + 1)
Now, we can simplify the equation:
m<AEC = 15x - 11
So, the measure of angle AEC is given by the equation m<AEC = 15x - 11.