2 thoughts on “Does a median lie wholly in the interior of the triangle? give reason.”
Step-by-step explanation:
Final answer: Yes, a median lies wholly in the interior of the triangle. Note: The intersection of the medians of a triangle called the centroid. It is represented by the point O in each triangle drawn above. The centroid of the triangle divides each of the medians into 2:1 ratio.
Final answer: Yes, a median lies wholly in the interior of the triangle. Note: The intersection of the medians of a triangle called the centroid. It is represented by the point O in each triangle drawn above. The centroid of the triangle divides each of the medians into 2:1 ratio.
Step-by-step explanation:
Final answer: Yes, a median lies wholly in the interior of the triangle. Note: The intersection of the medians of a triangle called the centroid. It is represented by the point O in each triangle drawn above. The centroid of the triangle divides each of the medians into 2:1 ratio.
Answer:
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Final answer: Yes, a median lies wholly in the interior of the triangle. Note: The intersection of the medians of a triangle called the centroid. It is represented by the point O in each triangle drawn above. The centroid of the triangle divides each of the medians into 2:1 ratio.