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In triangle MNP, m < N= 43° and m< P = 94°

10. Find the m < M.

11. Classify the triangle by its angles and by its sides

Respuesta :

10. m < M = 43 degrees

11. Obtuse angled triangle

How to determine the parameters

From the information given, we have that;

  • m < N= 43°
  • m< P = 94°
  • m < M = >?

It is important to note that sum of angles in a triangle is  180

Hence, we have:

m < N+ m< P + m < M= 180

Substitute the values

43 + 94 + m < M = 180

m < M = 180 - 43 - 94

m < M = 180 - 137

m < M = 43

An obtuse angled triangle is a  triangle with any one of the angles having obtuse angle or more than 90°.

Thus, we can see that the triangle is an obtuse angled triangle

Learn more about obtuse angled triangle here:

https://brainly.com/question/5023725

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