calculate the value of x
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since EB a straight line
then
angle EAD+ angle DAC + angle CAB = 180°
3x-5+ x+20+ 65= 180
4x = 180- 80
4x = 100
x = 100/4
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★Solution→
angle EAD= (3x-5)°
angle DAC= (x+20)°
angle CAB= 65°
We know that ,
angle EAB= 180°
So,
angle ( EAD+DAC+CAB) = angle EAB
→ (3x-5)+(x+20)+ 65= 180
→3x-5+x+20+65 =180
→4x +80 = 180
→ 4x = 180-80
→ 4x = 100
→x= 25
So, the value of X is 25°.
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