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talia43
15.07.2019 •
Mathematics
What is the measure (in degrees) of the smallest interior angle of a triangle in which the exterior angle measures have the ratio $3: 4: 5$?
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Ответ:
Let
3x> angle exterior 1
4x> angle exterior 2
5x> angle exterior 3
we know that
The exterior angles of any polygon add up to 360 degrees
so
3x+4x+5x=360> 12x=360> x=30°
The largest of exterior angles is equal to the smallest of interior angles
so
the largest of exterior angles is 5x> 5*30=150°
the smallest of interior angles is 180°-150°=30°
therefore
the answer is
the smallest of interior angle measure 30 degrees
Ответ:
So a possible answer could be -6.
I am sorry if this isn’t right.