in a quadrilateral ABCD,angleA=72° and angleC is the supplementry of angleA. the other two angles are 2 x minus 10 and x + 4 find the value of x and the measure of all the angles.
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Step-by-step explanation:
A+B+C+D=360°
A+C=180°
72+C=180°
180-72 =108°
72°+108°+2x-10+x+4=360°
180°+2x-10+x+4=360°
2x-10+x+4=180°
3x-6=180°
3x=180°+6°
3x=186°
x=186°÷3
x=62
A=72°
B=114°
C=108°
D=66°
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