p,q,r are the midpoints of sides of triangle abc. find the ratio of perimeter of triangle pqr and triangle abc
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Answered by
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ratio of perimeter of pqr and abc = 1: 2
hope it helps
hope it helps
Answered by
2
Given that P,q, r are midpoints of triangle ABC
So now using mid point we get
Pq=AB/2
Qr=BC/2
Rp=CA/2
Sum of sides
=AB+BC+CA units
Perimeter of triangle PQR = AB/2 + BC/2 + CA/2
=(AB+BC+CA)/2
Now ratio of there perimeter
=1/2
So now using mid point we get
Pq=AB/2
Qr=BC/2
Rp=CA/2
Sum of sides
=AB+BC+CA units
Perimeter of triangle PQR = AB/2 + BC/2 + CA/2
=(AB+BC+CA)/2
Now ratio of there perimeter
=1/2
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