In Fig. 19.25, two angles are indicated. What the measure of ACX?
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Answered by
1
hello frnd
here is ur answer...
.
. according to the question
there are 2 angles are 60 and 70 respectively.
and
we already know that sum of the opposite angles are equal to exterior angle.
angle ACX =60+70
ACX= 130°
.
.
.PLS MARK AS BRAINALIST...
here is ur answer...
.
. according to the question
there are 2 angles are 60 and 70 respectively.
and
we already know that sum of the opposite angles are equal to exterior angle.
angle ACX =60+70
ACX= 130°
.
.
.PLS MARK AS BRAINALIST...
Answered by
0
In the figure,
Triangle ABC has an exterior angle angle ACX,
m ( Angle BAC ) =60 Degree
m (angle ABC ) = 70 Degree --------{Given }
m (Angle ACX ) =m (Angle BAC ) + m (Angle ABC )
-----{ By Remote Interior Angle test of Triangle }----------
m (Angle ACX ) = 60 Degree + 70 Degree
m ( Angle ACX ) = 130 Degree
Hope it helps you!
Triangle ABC has an exterior angle angle ACX,
m ( Angle BAC ) =60 Degree
m (angle ABC ) = 70 Degree --------{Given }
m (Angle ACX ) =m (Angle BAC ) + m (Angle ABC )
-----{ By Remote Interior Angle test of Triangle }----------
m (Angle ACX ) = 60 Degree + 70 Degree
m ( Angle ACX ) = 130 Degree
Hope it helps you!
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