in a triangle ABC angle A =65 degrees and angle C= 35 degrees. which is the longest side. give reason
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Answered by
72
Let us consider a triangle ∆ABC;
According to Angle sum property;
A°+B°+C°=180°
Therefore,
65°+B°+35°=180°
B°=180°-65°-35°
B°=180°-100°
B°=100°
If two angles of a triangle are unequal, then the measures of the sides opposite these angles are also unequal, and the longer side is opposite the greater angle.
Therefore;
The side AC is the longest.
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According to Angle sum property;
A°+B°+C°=180°
Therefore,
65°+B°+35°=180°
B°=180°-65°-35°
B°=180°-100°
B°=100°
If two angles of a triangle are unequal, then the measures of the sides opposite these angles are also unequal, and the longer side is opposite the greater angle.
Therefore;
The side AC is the longest.
Please Mark as Brainliest...
Answered by
29
by using angle sum property
angle a +angle b +angle c=180
65+angle b+35=180
angle b=180-100
angle b=80
by theorem
AC is the longest side of the triangle
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