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31.07.2019 •
Mathematics
The ratio of the measures of the angles in a triangle is 11: 2: 5 find the measures of the largest angles
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Ответ:
The measures of the largest angles is 110°
Given that;The ratio of the measures of the angles in a triangle = 11:2:5
Find;The measures of the largest angles
Computation:Sum of all angle is 180°
11a + 2a + 5a = 180
18a = 180
a = 10
The measures of the largest angles = 11a
The measures of the largest angles = 11(10)
The measures of the largest angles = 110°
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Ответ:
ratio of : 11:2:5added = 18
11/18 * 180 = 110 <== largest angle
2/18 * 180 = 20
5/18 * 180 = 50
Ответ:
thanks
Anwser explanatin yes