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In triangle MNO, MN = 20 units, NO = 15 units, and MO = 18 units. What is the approximate difference between the largest and smallest angle measures? 2° 5° 14° 28° (use law of c…

In triangle MNO, MN = 20 units, NO = 15 units, and MO = 18 units. What is the approximate difference between the largest and smallest angle measures? 2° 5° 14° 28° (use law of c…
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In triangle MNO, MN = 20 units, NO = 15 units, and MO = 18 units. What is the approximate difference between the largest and smallest angle measures?

2°
5°
14°
28°
(use law of cosines!!)

User Josh Fraser
by
7.8k points

2 Answers

4 votes

Answer:

D) 28°

Explanation:

got it right on edge :)

In triangle MNO, MN = 20 units, NO = 15 units, and MO = 18 units. What is the approximate-example-1
User Giovanni Patruno
by
7.9k points
2 votes
Hope this helps you.
In triangle MNO, MN = 20 units, NO = 15 units, and MO = 18 units. What is the approximate-example-1
In triangle MNO, MN = 20 units, NO = 15 units, and MO = 18 units. What is the approximate-example-2
User Mateus Junges
by
7.7k points
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