construct/locate the orthocenter of a triangle LMN where LM=7 cm <M=130 and MN=6 cm and its process

please answer this question

obtuse

To construct or locate the orthocenter of a triangle LMN, you need to follow these steps:

1. Draw the given triangle LMN, where LM = 7 cm, <M = 130 degrees, and MN = 6 cm.

2. Construct perpendiculars from each vertex of the triangle to the opposite side using the following process:

- From vertex L: Draw a line perpendicular to MN from vertex L. Label the point of intersection with MN as P.

- From vertex M: Draw a line perpendicular to LN from vertex M. Label the point of intersection with LN as Q.

- From vertex N: Draw a line perpendicular to LM from vertex N. Label the point of intersection with LM as R.

3. Now, locate the orthocenter O by finding the point of intersection of the three perpendiculars. In this case, the orthocenter is the point where lines LP, MQ, and NR intersect.

Once you have completed these steps, you have successfully constructed or located the orthocenter of triangle LMN.