in triangle abc angle b is equal to angle c and ray A X bisects exterior angle DAC . if angle d a x is equal to 70 degree then angle ACB is equals to
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if ∠DAX =70°, then ∠ACB = A. 35°
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Answer:
Given: In A ABC ZB = ZC and ray AX
bisects the exterior angle <DAC and
ZDAX = 70°.
160
To Find : ZACB
Proof:
Ray AX bisects exterior angle ZDAC.
.: CAD = 2 × <DAX
/_ CAD = 2 × 70°
/_ CAD = 140°
By exterior angle theorem, If a side of a triangle is produced, the exterior angle so formed is equal to the sum of the two interior opposite angles :
Ext. <CAD = 2B + <C
140° = 2C+ ZC
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