Question
Two angles of a triangle have the same measure. The measure of the third angle is 4°
less than twice the measure of each of the equal angles. Given that the sum of the three
angles of a triangle is always 180°, find each of the three angles.
less than twice the measure of each of the equal angles. Given that the sum of the three
angles of a triangle is always 180°, find each of the three angles.
Answers
If there are two angles of measure x, then we have
x + x + 2x-4 = 180
Now just find x, and you're almost done.
x + x + 2x-4 = 180
Now just find x, and you're almost done.
each of the equal angles ---- x
third angle = 2x - 4
so : x + x + 2x-4 = 180
continue
third angle = 2x - 4
so : x + x + 2x-4 = 180
continue
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