Question

prove that the triangle formed by joining
the midpoints of the sides of a
right angled triangle is also a right angled triangle
​

Answer 1

Step-by-step explanation:

If we join the any two midpoints of two sides of an isosceles triangle then the line is half of its parallel side of the triangle. So The triangle formed by joining the mid -points of the sides of a right triangle also have one right angle, therefore the triangle is right angle triangle.

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